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Belov Aleksei Yakovlevich

Total publications: 301
Scientific articles: 181
in MathSciNet: 80
in zbMATH: 79
in Web of Science: 64
in Scopus: 73
Cited articles: 70
Citations in Math-Net.Ru: 199
Citations in MathSciNet (by Sep 2017): 467
Citations in Web of Science: 497
Citations in Scopus: 580
Presentations: 41

Number of views:
This page:11878
Abstract pages:11388
Full texts:3597
References:1041
Belov Aleksei Yakovlevich
Doctor of physico-mathematical sciences (2002)
Speciality: 01.01.06 (Mathematical logic, algebra, and number theory)
Birth date: 9.06.1963
Fax: +972-3-7384057
E-mail: , ,
Keywords: Specht problem, Dixmiere conjecture, PI-algebra, Jacobian Conjecture interlocking structures, finitelly generated skew field, small cancellation.
UDC: 510.52, 511, 512.5, 512.55, 512.552, 512.552.4, 512.554.32, 512.64, 512.664.2, 514.112, 519.1
MSC: 16R. 16P, 17A, 08B, 37B10, 37B15,97, 16R10,16R15, 14E07, 14R, 52B, 20M05, 20F06

Subject:

``Pure mathematics.''

1. Theory of Polynomial Identities. Specht's problem: proof of local representability of relatively free algebras and finite basis property of systems of identities with a finite set of generators in associative algebras over arbitrary Noetherian commutative rings. Resolution of Malcev's problems of 1968. In the case of the infinite number of generators a counterexample to Specht's problem -- an infinitely based system of identities over an arbitrary field of positive characteristic -- was constructed. Proof of decidability of the Malcev-Tarski-von Neumann (posed in 1967) for identities in associative algebra. Proof of rationality of Hilbert series of relatively free algebras (a problem of Procesi, 1970). Construction of an example of a representable algebra that has transcendent Hilbert series.

Prospects. Proof of local finite basis property and local representability of Lie algebras that admit Capelli identities, proof of local representability in the case of rings asymptotically close to associative, in which the radical is separated away from the semisimple part, in characteristic zero. Work on the problem of Latyshev regarding the finiteness of the basis of obstructions for $T$-ideals. The construction of counterexamples to Specht's problem has led to understanding the trace of the skew-symmetric form and to the concept of the "minus sign" in characteristic two (and over rings) and accordingly has opened a way to the development of supertheory.

In light of the rationality of Hilbert series for relatively free algebras and examples of representable algebras with transcendent series, the inquiry into linear bases of algebras is of especial interest. A monomial algebra is representable if and only if the set of its non-zero words is a set of subwords of a finite collection of series of elements $x_1^{k_1}\cdots x_s^{k_s}$; the set of vectors $k_1,\dots,k_s$ obeys a system of exponentially diophantine inequalities of the form $\sum_I P_I(k_1,\dots,k_s) \lambda_{i_1}^{k_1}\cdots\lambda_{i_s}^{k_s} \ne 0$. Therefore, over a field of characteristic zero the isomorphism decidability problem for monomial subalgebras of the matrix algebra with polynomial entries is negative; on the other hand, due to joint work with student A.A. Chilikov , which describes the set of solutions of a system of exponentially diophantine equations with bases of exponents lying in a field of positive characteristic , this problem turns out to be decidable. The investigation of bases of representable algebras is also of considerable interest. The author has shown that the Gelfand-Kirillov dimension of these algebras is integer and coincides with their essential height . It seems also worthwhile to obtain polynomial estimates in Shirshov's height theorem (subexponential estimates have been obtained jointly with M.I. Kharitonov, ).

2. Geometric ring theory. Together with E. Rips an example of a skew field which is a finitely generated algebra (Kurosh's problem) has been constructed; also an example of an infinitely dimensional skew field, any two whose entries form a system of its generators (Tarski monster) has been given, which yields an example of an infinite critical ring. At the same time it has been shown that any infinite critical ring is a skew field.

Prospects: development of a ring analogue of the theory of hyperbolic groups. This area is inhabited by various rather beautiful problems.

Thanks to the resolution by Rips and Juhasz of the problem of construction of an Engel group of index $n$ which is not locally soluble, a theory of groups of non-positive curvature with flats -- i.e. commuting fragments -- has emerged. That theory allows to tackle the ring case, as the flats exhibit additive-like behavior.

3. Affine algebraic geometry. Jointly with M.L. Kontsevich it has been demonstrated that the Jacobian conjecture implies the Dixmier conjecture on Weyl algebra endomorphisms. Together with student A.M. Elishev and with Jie-Tai Yu it has been shown that the homomorphism from the group of automorphisms of Weyl algebra and the group of polynomial symplectomorphisms is independent of the choice of infinite prime (a conjecture of Kontsevich).

Together with Jie-Tai Yu it has been shown that wild automorphisms of $K[x,y,z]$ cannot be lifted to $z$-automorphisms of the corresponding free associative algebra, and that $z$-automorphisms of $K<x,y,z>$ are stably tame.

Further research includes theory of $IND$-schemes, proof of Kontsevich's isomorphism conjecture, and the lifting problem of wild automorphisms.

Of significance is inquiry into matrix-valued polynomials. Due to progress made in the Kaplansky-Lvov problem (with L. Rowen and S. Malev ) it is possible to describe the range of multilinear polynomial maps in the general case (modulo Zariski closure). The investigation of the case when the size of the matrices involved is much greater than the degree of the polynomial may aid the proof of the freeness theorem, and also construct an example of algebraically closed skew field in arbitrary characteristic (a generalization of results due to Makar-Limanov).

Applied Mathematics.

1. Mechanics and combinatorial geometry. Invention of self-interlocking structures and development of the corresponding theory , together with collaborators. A fault in a small grain cannot develop, its growth stops at the boundary. At the same time there exist configurations of convex bodies (in particular, regular polyhedra) which support and lock each other. This observation may allow one to create composite materials resistant to high pressure.

It is already in use in military industry , in particular in development of bullet-proof vests. Further research of self-interlocking structures and their applications to engineering is planned.

2. Methods of construction of finitely presented objects in general algebra. Together with student I.A. Ivanov-Pogodaev the solution to the Shevrin-Sapir problem has been devised -- an example of an infinite finitely presented nil semigroup with identity $x^9=0$ has been constructed.

The problem was initially posed in the renowned Sverdlovsk notebook. At present there are few effective methods of constructing finitely presented objects. For our solution of the nil semigroup problem we have developed a new method for such constructions, which utilizes aperiodic tilings. In particular, words are viewed as paths in a geometric uniformly elliptic space which has aperiodic nature and a number of specific properties. The Shevrin-Sapir problem requires methods related to geometry of aperiodic tilings on uniformly elliptic spaces.

This problem is of significance in computer science: a letter in an alphabet corresponds to a finite automaton, while a word corresponds to a chain of locally interacting automata. The problem is in coordinating the behavior of a system of finite automata under invertible transforms starting from arbitrary initial conditions.

Prospects. We plan on achieving the identity $x^2=0$, as well as working on the unbounded exponent. We plan to adapt the method of construction of finitely presented objects in rings and in groups (for example, obtain meaningful progress in Latyshev's problem on finitely presented non-nilpotent nil ring).

For a number of problems, such as for the construction of finitely presented semigroup with recursive GK dimension, it is sufficient to restrict oneself to purely finite automata-related methods, i.e. to working on chains of locally interacting automata (cf. Ivanov-Pogodaev's thesis , which precedes the resolution of the Shevrin-Sapir problem).

This situation bears resemblance to ideas of Gacs, Kurdyumov and Levin on the behavior of systems of finite automata on a line.

It is therefore of significant interest to apply the geometric methods which allow transition from the one-dimensional case to the multi-dimensional one in order to clarify the renowned theorem of Gacs - an example of two randomly evolving stationary systems of cellular automata on a line with distinct statistics ( positive rates conjecture). The beginning of the joint effort with Ivanov-Pogodaev was connected with the problem of A. Toom (related to image processing) on the planar evolution of patterns , which had emerged thanks to the Positive Rates Conjecture.

It may be considered worthwhile to obtain an example of a finitely presented semigroup with GK dimension equal to $2.5$.

3. Combinatorics of words and Rauzy schemes, theorems of Vershik-Lifshitz type. Together with student A.L. Chernyatiev a criterion for a symbolic dynamical system to be generated by an interval exchange transform has been obtained, which has thus given an answer to a question asked by Rauzy in 1979. (Later for almost periodic words satisfying the i.d.o.c.-condition S. Ferenci and independently L. Zamboni have obtained an analogous result). Together with student I.V. Mitrofanov a theorem of Vershik-Lifshitz type, which gives a criterion for almost periodic superword to be defined by HDOLL-system, has been proved (for the first time progress in this area was made in 1986). This has allowed Mitrofanov to resolve several well-known problems posed by A.A. Muchnik, Yu. L. Pritykin and A.L. Semenov - namely to establish the decidability of the check for periodicity, as well as almost-periodicity, of an HDOLL-system. An analogous result has been independently obtained by F. Durand. It has also been shown that if the leading coefficient in the polynomial $P(x)$ is irrational, and $W$ is a word composed of the first numbers in the binary decomposition of the fractional part of $\{P(n)\}$, then the number of subwords of length $n$ of the word $W$ is a polynomial of $n$, for $n$ sufficiently large .

It is planned to apply the technique involving Rauzy schemes and theorems of Vershik-Lifshitz type to the Pizot conjecture and to the study of points in Rauzy fractals, as well as to further inquiry into HDOLL-systems, in particular to the problem of coincidence of superwords and coincidence of languages. F. Rukhovich has developed a computer program that proves the existence of Rauzy induction, self-similarity and aperiodic points; he also has proved the existence of aperiodic points in an outer billiard with regular dodecagon.

4. Statistical geometry. Several applications of statistical geometry to geology are known. Faults can be modeled by random planes. A method for finding explicit formulae for probabilistic distributions in planar problems of statistical geometry, in particular the distribution of area and perimeter with planar distribution by a Poisson field of lines, has been developed.

5. Mathematical education as a tool for inquiry into perception and cognition, artificial intelligence.

Educational practises, in particular creation of problems for mathematical olympiads, is important first and foremost as a classification tool for ideas and stereotypes in problem solving and for cognition research. Existing olympiad-related publications , as well as classification parameters represent steps in this direction. This research seems useful in connection with the work on the AI. As was pointed out by a well-known linguist A.V. Gladkiy , a kind of "literary" investigation of mathematical texts bears resemblance to NLP, as well as known works of V. Propp on historical roots of fairy tales.

From this point of view there is interest in combinatorics, in particular in combinatorial geometry. The results obtained in the pedagogical area (cf. on olympiad problem-solving) are significant to verification of idea and stereotype extraction.

Further work in this direction is planned.

Biography

Belov Alexey Yacoblevich, was born June 9-th, 1963, in Moscow, USSR.

His father, Jacob Isaakovich Kanel, was born in 1931, Donetsk region. Ph.D., he was associate professor of Instrument Making Academia. From 1999 till 2006 he was research fellow in Technion, died 8 March 2006.

Mother, Maia Michailovna Belova, was born in 1931 in Moscow, Ph.D., Associate professor of Stankoinstrumentalnyi Institute in Moscow died 23 January 1985.

In 1980 he graduated from the special secondary school No~2 In mathematics and physics in Moscow and became a student of the Department of Mechanics, Moscow State pedagogical institute. As a graduate student he got a highest level fellowship (1984-1985). In 1985 he graduated from the institute (with distinction) and became a postgraduate student at the Chair of Higher Mathematics at Moscow Mining institute.

In December of 1991 he defended Ph.D. Thesis in Geophysics (at the Moscow Institute of Eath Physiscs) . In November 2002 -- Dr. of Sci. Degree (highest Russian degree) in the Moscow State University (Algebras with polynomial identities: representations and combinatorial methods).

   
Main publications:
  1. Ilya Ivanov-Pogodayev, Alexey Kanel-Belov, Construction of infinite finitely presented nillsemigroup, 2014 , 160 pp., 131 figures, in Russian, arXiv: 1412.5221  adsnasa  youtube
  2. A. Ya. Belov, “The local finite basis property and local representability of varieties of associative rings”, Izv. Math., 74:1 (2010), 1–126  mathnet  crossref  crossref  mathscinet  zmath  zmath  adsnasa  isi  elib  elib  scopus
  3. A. J. Kanel-Belov, A. V. Dyskin, Y. Estrin, E. Pasternak, I. A. Ivanov-Pogodaev, “Interlocking of convex polyhedra: towards a geometric theory of fragmented solids”, Mosc. Math. J., 10:2, http://www.ams.org/distribution/mmj/vol10-2-2010/kanel-belov-etal.pdf (2010), 337–342 http://olympiads.mccme.ru/mmo/2000/mmo2000.htm, arXiv: 0812.5089  mathnet  mathscinet  zmath  adsnasa  isi  elib  scopus
  4. A. Ya. Kanel-Belov, M. L. Kontsevich, “The Jacobian conjecture is stably equivalent to the Dixmier conjecture”, Mosc. Math. J., 7:2 (2007), 209–218 , arXiv: math/0512171  mathnet  mathscinet  zmath  adsnasa  isi
  5. A. Ya. Belov, A. L. Chernyatev, Opisanie mnozhestva slov, porozhdaemykh perekladyvaniem otrezkov, Dep. v VINITI, No 1048-B2007 ot 09.11.07, VINITI, Moskva, 2007 , 18 pp., prinyato v pechat 09.10.07, ref. 23 items, Describing the set of words generated by interval exchange transformations https://www.lirmm.fr/arith/wiki/MathInfo2010/...  elib
  6. Kanel–Belov, Alexei; Rowen, Louis Halle, Combinatorial aspects in polynomial identities, Research Notes in Mathematics, 9, A K Peters, Ltd., Wellesley, MA, 2005 , 378 pp.  mathscinet  zmath
  7. A. Ya. Belov, “On non-Spechtian varieties”, Fundam. Prikl. Mat., 5:1 (1999), 47–66  mathnet  mathscinet  zmath
  8. A. Ya. Belov, “On the rationality of Hilbert series of relatively free algebras”, Russian Math. Surveys, 52:2 (1997), 394–395  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi  scopus
  9. A. Ya. Belov, Mat. Pros., 15, MCCME, Moscow, 2011, 187–203  mathnet  adsnasa

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Full list of publications:
| by years | by types | by times cited | scientific publications | common list |


1. A. Ya. Belov, “Varieties of associative algebras are locally finitely based”, Izv. RAN. Ser. Mat.  mathnet

   2018
2. Alexei Kanel Belov, Farrokh Razavinia, Wenchao Zhang, “Bergman's Centralizer Theorem and quantization”, 10 pp., Quantum Algebra (math.QA), 16R50, 13A99, 53D55, Comm. in Algebra, 2018. (to appear) , arXiv: 1708.04802  crossref  adsnasa  scopus
3. A. I. Bufetov, A. Ya. Kanel-Belov, Kruzhki i olimpiady: kak put v matematiku i kak sport, str. 580–588, Elementy matematiki v zadachakh. Cherez olimpiady i kruzhki – k professii., eds. A.A.Zaslavskii, A.B.Skopenkov, M.B.Skopenkov, MTsNMO, Moskva, 2018
4. A.Ya. Kanel-Belov, A.B.Skopenkov, Vysokie stepeni (str. 43–45), Delimost dlya mnogochlenov (str. 56–57),, Elementy matematiki v zadachakh. Cherez olimpiady i kruzhki—k professii., eds. A.A.Zaslavskii, A.B.Skopenkov, M.B.Skopenkov, MTsNMO, Moskva, 2018
5. A.Ya. Kanel-Belov, Diofantovy uravneniya i gaussovy chisla (str. 62–64), primenenie suschestvovaniya ekstremuma (str. 165–166), primeneniya kompaktnosti (str. 167–171), szhatie k pryamoi (str. 251–252), vpisannye i opisannye (302–304), mnogomere (str. 307–313), Printsip Dirikhle $I, II$, (str. 361–365), tsiklichnost (s. 366–368), invarianty (s. 398–399), zamoscheniya (s.408), informatsionnye zadachi (s. 429–430), printsip Dirikhle na pryamoi (s. 531–532), fazovye prostranstva (s. 439), lineinoe varirovanie (540–541), Elementy matematiki v zadachakh. Cherez olimpiady i kruzhki—k professii., eds. A.A.Zaslavskii, A.B.Skopenkov, M.B.Skopenkov, MTsNMO, Moskva, 2018

   2017
6. Kanel-Belov A.Ya, Malev S., Rowen L., “Evaluations of Lie Polynomials evaluated on matrices”, Communications in Algebra, 45:11 (2017), 4801–4808 , ISSN 00927872  crossref  mathscinet  isi  scopus
7. A. Ya. Belov, A. L. Chernyatiev, “Description of Normal Bases of Boundary Algebras and Factor Languages of Slow Growth”, Math. Notes, 101:2 (2017), 203–207  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi  elib  scopus
8. Alexei Kanel-Belov, “Interlocking structures”, Séminaire “Des Mathématiques” (Mercredi_8_février_2017, Paris), Ecole Normale Superiore, ENS, 2017. http://www.math.ens.fr/enseignement/seminaires.html#
9. Kanel-Belov A.Ya., “Samozaklinivayuschiesya struktury: chego ne znali volnye kamenschiki”, Otkrytaya lektsiya v Universitete Dmitriya Pozharskogo (17 aprelya 2017, TsEMI, v auditorii 521), Universitet Dmitriya Pozharskogo, Moskva, 2017. (Published online) https://theoryandpractice.ru/seminars/99176-samozaklinivayushchiesya-struktury-chego-ne-znali-volnye-kamenshchiki-17-4
10. Alexei Belov, “Representations of relativelly free algebras and canonization theorems”, Advances in Noncommutative Algebra – on the occasion of Louis Rowen's retirement (Bar-Ilan University, Izrail), BIU, 2017. http://u.math.biu.ac.il/~vishne/Conferences/Rowen2017/program.html#18
11. Alexei Kanel-Belov, Sergey Grigoriev, Andrey Elishev, Wenchao Zhang, Lifting of Polynomial Symplectomorphisms and Deformation Quantization, 2017 , 12 pp., arXiv: 1707.06450
12. Alexei Belov-Kanel, Louis Rowen, Jie-Tai Yu, A short proof that the free associative algebra is Hopfian, 2017 (Published online) , 5 pp., 16S10, 16W20 (Primary) 16Z05 (Secondary), arXiv: 1708.04361  adsnasa
13. Aleksei Yakovlevich Kanel-Belov, “Uroki Rio: prichiny porazheniya komandy Rossii na mezhdunarodnoi olimpiade shkolnikov po matematike”, otkrytye lektsii UDP (8 sentyabrya, pyatnitsa, 17:00, Malaya Pirogovskaya 13, aktovyi zal.), eds. A.V.Savateev, UDP, Moskva, 2017. (Published online) http://usdp.ru/files/kanel.pdf  youtube
14. Aleksei Yakovlevich Kanel-Belov, “Ideologicheskie iskazheniya v nauke i potentsial dlya ikh politicheskogo i gnoseologicheskogo ispolzovaniya”, otkrytye lektsii UDP (22 sentyabrya, pyatnitsa, 17:00, Malaya Pirogovskaya 13, aktovyi zal), eds. A.V.Savateev, Universitet Dmitriya Pozharskogo, Moskva, 2017, (Published online) http://usdp.ru/files/kanel1.pdf  youtube
15. Kanel-Belov A.Ya., Voronov V.A., Cherkashin D.D., “O khromaticheskom chisle ploskosti”, Algebra i analiz,, 29:5 (2017), 68–89 , Izdatelstvo Nauka (SPb.), ISSN: 0234-0852, arXiv: 1512.06444  mathnet  adsnasa  elib
16. Anna Erschler, Alexei Kanel-Belov, No iterated identities satisfied by all finite groups, 2017 (Published online) , 20 pp., arXiv: 1710.04084  adsnasa
17. Aleksei Yakovlevich Belov-Kanel, Teoriya informatsii, konechnye avtomaty, labirinty i matematicheskoe modelirovanie obuchayuschego povedeniya, http://combalg.ru/schools/winter17/courses/, 2017 , Devyataya zimnyaya shkola «Kombinatorika i algoritmy» dlya shkolnikov i studentov, 17–24 fevralya 2017
18. A.Ya. Kanel-Belov, D.D. Karpushkin, D.V. Makarov, B.R.Frenkin, Teorema Van der Vardena i igry, http://www.turgor.ru/lktg/2017/7/index.htm, 2017 (to appear) , 29-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov 29th summer conference of the International mathematical Tournament of towns Dakhovskaya, Respublika Adygeya, Rossiya / Dakhovskaya, Adyghe, Russia / 03.08.2017-11.08.2017 Rossiiskaya akademiya nauk / Russian Academy of Sciences Departament obrazovaniya goroda Moskvy / Moscow Department of Education Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya / Moscow Center for Continuous Mathematical Education Fakultet matem
19. Fedorov R. M., Kanel-Belov A. Ya., Kovaldzhi A. K., Yaschenko I. V., Moskovskie matematicheskie olimpiady 1993–2005 g, 3-e izd., MTsNMO, Moskva, 2017 , 422 pp.  zmath
20. Aleksei Yakovlevich Belov-Kanel, Gruppy i mozaiki, http://combalg.ru/schools/summer17/, Sudislavl, 2017 (Published online) , Desyataya letnyaya shkola «Kombinatorika i algoritmy» dlya shkolnikov i studentov. 12–24 avgusta 2017

   2016
21. Alexei Kanel-Belov, Andrey Elishev, “On Planar Algebraic Curves and Holonomic $D$-modules in Positive Characteristic”, Journal of Algebra and Its Applications, 15:8 (2016), 16 pages , arXiv: 1412.6836  crossref  mathscinet  zmath  adsnasa  isi  scopus
22. Alexei Kanel-Belov, Sergey Malev, Louis Rowen, “The images of multilinear polynomials evaluated on $3\times 3$ matrices”, Proc. of the Amer. Math. Soc., 44:1 (2016), 7–19. http://www.ams.org/journals/proc/0000-000-00/S0002-9939-2015-12478-1/home.html, arXiv: 1306.4389  crossref  mathscinet (cited: 5)  zmath  adsnasa  isi (cited: 1)  scopus (cited: 2)
23. Alexei Kanel-Belov, Yakov Karasik, Louis Halle Rowen, Computational Aspects of Polynomial Identities: Volume l, Kemer's Theorems, 2nd Edition, Monographs and Research Notes in Mathematics., Boca Raton, FL: CRC Press, 2016 , 418 pp. https://www.crcpress.com/Computational-Aspects-of-Polynomial-Identities-Volume-l-Kemers-Theorems/Belov-Karasik-Rowen/9781498720083  mathscinet (cited: 3)  zmath  isi
24. E. Aljadeff, A. Kanel-Belov and Y. Karasik, “Kemer's theorem for affine PI algebras over a field of characteristic zero”, J. Pure and Appl. Alg., 220:8, August (2016), 2771–2808 (Published online) , arXiv: 1502.04298  crossref  mathscinet (cited: 3)  zmath  adsnasa  isi (cited: 4)  elib  scopus (cited: 4)
25. Alexey Kanel-Belov, Sergey Malev, Louis Rowen, “Power-central polynomials on matrices”, Journal of Pure and Applied Algebra, 220:6, publ online 30 dec. 15 (2016).2164–2176 , arXiv: 1310.1598  crossref  mathscinet (cited: 1)  zmath  adsnasa  isi  scopus (cited: 1)
26. Kanel-Belov Alexei, “On geometric ring theory”, Det. of Math. and Applications, Irreg. Seminar (3 maya 2016, ENS, Paris, France), eds. Laurent Bartoldi, ENS, 2016. http://www.math.ens.fr/-Seminars-?id_seance=489
27. A. I. Buffetov, A. Ya. Kanel-Belov, “Live Mathematics: on Preparing for Olympiads”, Math. Ed., 2016, no. 2(78), 2–10  mathnet  elib
28. Aleksei Yakovlevich Belov, “Universalnye algebry: rost, problemy shpekhtovogo tipa i ratsionalnosti”, seminar kafedry vysshei algebry MGU im. Lomonosova (Obychno zasedaniya seminara «Teoriya grupp» prokhodyat po pyatnitsam v 18:30–20:05 v auditorii 13-02 Glavnogo zdaniya MGU.), MGU, Moskva, 2016. (to appear) http://halgebra.math.msu.su/groups/Announcements/16-17/2016-10-07.html
29. Aleksei Yakovlevich Belov-Kanel (FIVT MFTI, Bar-Ilan University), Filipp Rukhovich (MFTI), Vneshnie bilyardy, http://combalg.ru/schools/winter16/courses/, 2016 , Vosmaya zimnyaya shkola «Kombinatorika i algoritmy» dlya shkolnikov i studentov, 13–20 fevralya 2017
30. Aleksei Kanel-Belov, “Bolshe zadach, khoroshikh i raznykh”, Troitskii variant, 205 (2016), 10 http://trv-science.ru/2016/05/31/bolshe-zadach-khoroshikh-i-raznykh/
31. A. Ya. Belov, I. V. Mitrofanov, A. B. Skopenkov, A. A. Chilikov, S. V. Shaposhnikov, 13ya Problema Gilberta o superpozitsiyakh funktsii, http://www.turgor.ru/lktg/2016/5/index.htm, Rossiiskaya akademiya nauk / Russian Academy of Sciences Departament obrazovaniya goroda Moskvy / Moscow Department of Education Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya / Moscow Center for Continuous Mathematical Education Fakultet matematiki NIU VShE / The faculty of mathematics of the NRU HSE Skolkovskii Institut Nauki i Tekhnologii / Skolkovo Institute of Science and Technology Moskovskii fiziko-tekhnicheskii institut / Moscow Institute of Physics and Technology Institut programmn, 2016 (Published online) , 28-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, The 28th Summer conference of the International mathematical Tournament of towns, Pereslavl-Zalesskii, Yaroslavskaya oblast, Rossiya / 02.08.2016–11.08.2016
32. A.Ya.Kanel, “Kombinatornye pokrytiya. Metod minimalnogo kontrprimera”, Elementy diskretnoi matematiki v zadachakh., 2016, Elementy diskretnoi matematiki v zadachakh. A.A. Glibichuk, A.B. Dainyak, D.G. Ilinskii, A.B. Kupavskii, A.M. Raigorodskii, A.B. Skopenkov, A.A. Chernov,, 26-27, 70-71 http://biblio.mccme.ru/node/5588
33. A.Ya. Belov, R. Yavich, “Problemy odarënnosti i stadiinost matematicheskogo obucheniya (k rabote I.S. Rubanova «Kak obuchat metodu matematicheskoi induktsii»).”, Voprosy dopolnitelnogo obrazovaniya odarennykh shkolnikov v oblasti tochnykh i estestvennykh nauk, 2016, 4–9 http://cdoosh.ru/conf/download/conf-2016-tesis.pdf, arXiv: 1611.03966 (Ministerstvo obrazovaniya Kirovskoi obl., KOGAOU “Tsentr dopolnitelnogo obrazovaniya odarennykh shkolnikov”)  adsnasa
34. Alexei Kanel-Belov, Interesnaya Matematika, http://mathschool.ysu.am/mss2016/program/programmathematics/, Erevanskii Gosudarstvennyi Universitet, Erevan, 2016 , 1 pp., Third Summer School “Mathematics and Applications” 09–16 July, 2016, Tsaghkadzor, Armenia
35. Aleksei Yakovlevich Belov, Kombinatornye i geometricheskie svoistva neevklidovoi ploskosti, http://combalg.ru/schools/summer16/courses/, 2016 (Published online) , Devyataya letnyaya shkola «Kombinatorika i algoritmy» dlya shkolnikov i studentov
36. Kanel-Belov A.Ya., Trepalin A.S., Yaschenko I.V., Olimpiadnyi kovcheg., 2-e izd., MTsNMO, 2016 , 56 pp. http://biblio.mccme.ru/node/5580

   2015
37. Gal Dor, Alexei Kanel-Belov, Uzi Vishne, The Grassmann algebra in arbitrary characteristic and generalized sign, 2015 , 25 pp., arXiv: 1501.02464  adsnasa
38. Alexei Belov-Kanel, Louis Rowen, Uzi Vishne, “Specht's problem for associative affine algebras over commutative Noetherian rings”, Published electronically: April 3, 2015, Trans. Amer. Math. Soc., 367 (2015), 5553–5596 , arXiv: 1308.3055  crossref  mathscinet (cited: 4)  zmath  adsnasa  isi (cited: 1)  scopus (cited: 1)
39. Alexei Kanel-Belov, Sergey Malev, Louis Rowen, The images of Lie polynomials evaluated on $2\times 2$ matrices over an algebraically closed field., 2015 , 5 pp., arXiv: 1506.06792  adsnasa
40. Alexey Belov-Kanel, Ilya Ivanov-Pogodaev, “Construction of infinite finitely presented nilsemigroup”, Supported by Grant RFBR N 14-01-00548, International Workshop: “Groups and Rings, Theory and Applications”, (GRiTA2015), Abstracts (July 15–22, 2015 – Sofia, BULGARIA), Institute of Mathematics and Informatics at the Bulgarian Academy of Sciences, Sofia, 2015, 10 http://www.math.bas.bg/algebra/GRiTA2015/GRiTA2015_program_frame.html
41. Alexey Belov-Kanel, Ilya Ivanov-Pogodaev, “Construction of infinite finitely presented nilsemigroup”, First Joint International Meeting of the Israel Mathematical Union and the Mexican Mathematical Society (Oaxaca, Mexico, September 7 to 11, 2015.), Instituto Tecnológico de Oaxaca, 2015, 13 (Published online) http://mathmeetingisraelmexico.matem.unam.mx/archivos/programa
42. Alexei Kanel-Belov, Andrey Elishev, Jie Tai Yu, Independence of the B-KK Isomorphism of Infinite Prime, 2015 , 13 pp., arXiv: 1512.06533  adsnasa
43. Alexey Kanel-Belov, Ivanov-Pogodaev, “Construction of infinite finitely presented nilsemigroup”, Growth, Symbolic Dynamics and Combinatorics of Words in Groups (1–5 June 2015 École normale supérieure, Paris), eds. A. Erschler, H. Helfgott, K. Juschenko, ENS, Paris, 2015, 5, 6 http://www.math.ens.fr/groupdyn/abstracts_posters_only.pdf
44. Kanel-Belov A. Ya., Kovaldzhi A. K., “Zanyatiya po matematike – listki i dialog.”, Matematicheskoe Prosveschenie, 3 seriya:19 (2015), 206–235 http://www.mccme.ru/free-books/matprosk.html, arXiv: 1502.01893  adsnasa
45. Aleksei Yakovlevich Kanel-Belov, Teoriya informatsii, http://combalg.ru/schools/winter15/courses, 2015 , $VII$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 9–16 fevralya.
46. Kanel-Belov A. Ya., “Pamyati Valeriya Anatolevicha Senderova”, Matematicheskoe Prosveschenie, 3 seriya:19 (2015), 93–94 http://www.mccme.ru/free-books/matprosk.html, arXiv: 1503.01453  adsnasa
47. A. Ya. Kanel-Belov, “Kommentarii k state E. I. Znaka “Razbieniya tselochislennykh reshëtok i printsip Dirikhle””, Matematicheskoe Prosveschenie, 3 seriya:19 (2015), 248 http://www.mccme.ru/free-books/matprosk.html
48. A.Ya. Kanel-Belov, N.S. Kellin, “WHAT SHOULD A STRICT PROOF BE LIKE?”, Vestnik Rossiiskogo novogo universiteta, 2015, no. 1, Trudy konferentsii ‘`’Tsivilizatsiya znanii', 330–341 http://vestnik-rosnou.ru/node/882  elib
49. A. S. Malistov, A. Ya. Belov–Kanel, I. A. Ivanov–Pogodaev, Zamknutye marshruty i algoritmy segmentatsii izobrazhenii., http://www.turgor.ru/lktg/2015/1/index.htm, 27 summer conference International mathematical Tournament of towns, 2015 (Published online) , Rossiiskaya akademiya nauk / Russian Academy of Sciences Departament obrazovaniya goroda Moskvy / Moscow Department of Education Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya / Moscow Center for Continuous Mathematical Education Adygeiskii gosudarstvennyi universitet / Adyghe State University
50. A. I. Sgibnev, Issledovatelskie zadachi dlya nachinayuschikh, Vtoroe izdanie, ispravlennoe i dopolnennoe., Prilozhenie k knige, str. 121–125. Ob organizatsii konferentsii shkolnikov, MTsNMO, 2015 , 136 pp. http://www.mccme.ru/free-books/sgibnev-issl.pdf
51. A. K. Koval'dzhi, A. Ya. Kanel-Belov, Mat. Pros., 19, MCCME, Moscow, 2015, 206–233  mathnet
52. B. I. Kanevskii, A. Ya. Kanel-Belov, P. A. Kozhevnikov, “Pamyati Valeriya Anatolevicha Senderova”, Matem. prosv., 19, Izd-vo MTsNMO, M., 2015, 87–97  mathnet
53. Aleksei Yakovlevich Belov, Problema Varinga, http://combalg.ru/schools/summer15/courses/, 2015 (Published online) , Vosmaya letnyaya shkola «Kombinatorika i algoritmy» dlya shkolnikov i studentov, 17–29 avgusta

   2014
54. A. Kanel-Belov, “On The Zariski Topology Of Automorphism Groups Of Affine Spaces And Algebras”, AUTOMORPHISMS OF AFFINE VARIETIES (Kerala School of Mathematics, Monday 17 Feb, 2014 – Wednesday 26 Feb, 2014, Kozhicode, India), Tata Institute of Fundamental Research., 2014, 1 http://www.icts.res.in/program/all/talks_tab/346/
55. I. A. Ivanov-Pogodaev, A. Ya. Belov, “Postroenie konechno opredelennoi nil-polugruppy”, Algebra i teoriya chisel: sovremennye problemy i prilozheniya (Tula, 21–25 aprelya 2014), Materialy $XII$ mezhd. konf., posv. 80-letiyu prof. V. N. Latysheva, http://cheb.tsput.ru/conf/international/XII/, Tul. gos. ped. un-t im. L. N. Tolstogo, Tula, 2014, 30 http://cheb.tsput.ru/conf/international/XII/down/Conference2014.pdf#page=30  elib
56. A. Ya. Belov, M. I. Kharitonov, “Primenenie teoremy Diluorsa v otsenkakh v teoreme Shirshova o vysote”, Algebra i teoriya chisel: sovremennye problemy i prilozheniya (Tula, 21–25 aprelya 2014), Materialy $XII$ mezhd. konf., posv. 80-letiyu prof. V. N. Latysheva, http://cheb.tsput.ru/conf/international/XII/program.php#rings, Tul. gos. ped. un-t im. L. N. Tolstogo, Tula, 2014, 149–150 http://cheb.tsput.ru/conf/international/XII/down/Conference2014.pdf#page=149  elib
57. Alexei Kanel Belov, Louis Rowen, The Braun-Kemer-Razmyslov Theorem for affine $PI$-algebras, 2014 , 37 pp., arXiv: 1405.0730  adsnasa
58. Alexei Belov, Leonid Bokut, Louis Rowen, Jie-Tai Yu, “The Jacobian Conjecture, Together with Specht and Burnside-Type Problems”, Automorphisms in Birational and Affine Geometry (Bellavista Relax Hotel, Levico Terme –Trento, October 29th – November 3rd, 2012, Italy), Springer Proceedings in Mathematics & Statistics, 79, Springer Verlag, 2014, 249–285 http://link.springer.com/chapter/10.1007/978-3-319-05681-4_15, arXiv: 1308.0674  crossref  mathscinet (cited: 2)  zmath  adsnasa  elib  scopus (cited: 2)
59. Alexei Belov-Kanel, Antonio Giambruno, Louis Halle Rowen, Uzi Vishne, “Zariski Closed Algebras in Varieties of Universal Algebra”, Algebras and Representation Theory, 17, December 2014:6 (2014), 1771–1783  crossref  mathscinet  zmath  isi  scopus
60. Alexei Kanel-Belov, Ilya Ivanov-Pogodaev, “Construction of finitely presented infinite nill-semigroup”, Geometric and Combinatorial Group Theory (Dec 14 - Dec 19 ,2014 , Givat-Ram, Einstein Institute of Mathematics,), eds. Zlil Sela (The Hebrew University) Michah Sageev (Technion), HUJI, Jerusalaem, 2014. http://app.calculus.co.il/ias/public/conferenceSite/loadLectureDirect.htm?custId=121&conferenceCode=geometricAndCombinatorial2014&lectureId=90270000000080  youtube
61. Alexei Kanel-Belov, Ivan Mitrofanov, Periodicity of Rauzy Scheme for substitution words, 2014 , 11 pp., Predstavleno v Dokl. RAN., arXiv: 1412.5041  adsnasa
62. Ilya Ivanov-Pogodayev, Alexey Kanel-Belov, Construction of infinite finitely presented nillsemigroup, 2014 , 160 pp., 131 figures, in Russian, arXiv: 1412.5221  adsnasa  youtube
63. A.Ya.Belov, A.L.Chernyatiev, Describtion of tne normal basis of boundary algebras, 2014 , 9 pp., arXiv: 1412.7754  adsnasa
64. A. Ya. Belov, “From Materials of the Conference “Search-93””, Math. Ed., 2014, no. 3(71), 41–53  mathnet  elib
65. A. Ya. Belov, G. Schneider, “Adopted Course of Mathematics for Participants of Chemical Study Group”, Math. Ed., 2014, no. 2(70), 18–22  mathnet
66. A. Ya. Kanel-Belov, A. K. Kovaldzhi, Kak reshayut nestandartnye zadachi, Tirazh 3000 ekz., 8-e izd., stereotipnoe, eds. V. O. Bugaenko, MTsNMO, Moskva, 2014 , 96 pp., http://biblio.mccme.ru/node/3255 http://www.mccme.ru/free-books/olymp/KanKov.pdf  elib
67. Kanel-Belov A. Ya., Trepalin A. S., Yaschenko I. V., Olimpiadnyi kovcheg, MTsNMO, Moskva, 2014 , 56 pp. http://biblio.mccme.ru/node/4807
68. A. Ya. Belov, “Nauchnoe tvorchestvo shkolnikov: gde mif i gde realnost?”, Matematicheskoe Prosveschenie, 2014, 3-ya seriya, no. 18, 231–247 http://www.mccme.ru/free-books/matprosj.html, arXiv: 1502.00036  mathnet  adsnasa
69. A. Ya. Kanel-Belov, “Reshenie zadachi 4.12”, Matematicheskoe Prosveschenie, 2014, 263–269 http://www.mccme.ru/free-books/matprosj.html  mathnet
70. Alexei Kanel-Belov, Roman Yavich, “Mathematical Competitions and Olympiads - Mathematic or Sport?”, 8th International Mathematical Creativity and Giftedness Conference University of Denver – Denver, Colorado, USA July 28–30, 2014, The 8th Conference of MCG proceedings, 2014, International group for mathematical creativeness and giftness, 83–90 http://www.igmcg.org/images/proceedings/MCG-8-proceedings.pdf (http://www.igmcg.org/images/programs/8th-Conference-Program.pdf)
71. A. Ya. Belov-Kanel, I. A. Gazhur, I. A. Ivanov-Pogodaev, A. S. Malistov, Algoritmy i labirinty, http://www.turgor.ru/lktg/2014/2/index.htm, Rossiiskaya akademiya nauk / Russian Academy of Sciences Departament obrazovaniya goroda Moskvy / Moscow Department of Education Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya / Moscow Center for Continuous Mathematical Education, “Tsentr razvitiya odarennykh detei” (Kaliningradskaya oblast, Ushakovo), 2014 , 26-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 26 summer conference International mathematical Tournament of towns, Kaliningrad-Ushakovo, Rossiya / Kaliningrad-Ushakovo, Russia, 02.08.2014–11.08.2014
72. A. Ya. Belov, G. O. Shnaider, “Ob adaptirovannom kurse matematiki dlya kruzhkovtsev–khimikov”, Matematicheskoe Obrazovanie, 2014, Aprel–Iyun 2014, no. 2(70), 18–22 , ISSN 1992–6138 http://matob.ru/files/nomer70.pdf, arXiv: 1504.06698  adsnasa  elib
73. Aleksei Yakovlevich Belov, Problema Varinga, http://combalg.ru/schools/winter14/courses/, 2014 , $VI$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 10–17 fevralya.
74. Aleksei Yakovlevich Belov, Algebraicheskie i transtsendentnye chisla, http://combalg.ru/schools/summer14/courses/, 2014 , $VII$ Letnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 17–29 avgusta.

   2013
75. Alexei Belov-Kanel, Louis H. Rowen and Uzi Vishne, “PI-varieties associated to full quivers of representations of algebras”, Trans. Amer. Math. Soc., 365:5 (2013), 2681–2722  crossref  mathscinet (cited: 4)  zmath  isi (cited: 1)  elib  scopus (cited: 1)
76. A. Kanel-Belov, B. Kunyavskii, E. Plotkin, “Word equations in simple groups and polynomial equations in simple algebras.”, Vestnik Sankt-Peterburgskogo universiteta. Seriya 1: Matematika. Mekhanika. Astronomiya., 2013, no. 1, 10–24 , Vestnik St. Petersburg University: Mathematics March 2013, Volume 46, Issue 1, pp 3–13, arXiv: 1304.5052  crossref  mathscinet (cited: 2)  zmath  adsnasa  elib  scopus (cited: 5)
77. Alexei Belov-Kanel, Mikhail Kharitonov, “Subexponential estimates in the height theorem and estimates on numbers of periodic parts of small periods”, Classical Aspects of Ring Theory and Module Theory, Abstracts (Bȩdlewo, Poland, July 14–20, 2013), Stefan Banach International Mathematical Center, 2013, 58–61 http://rings.pb.edu.pl/app/webroot/files/Abstracts.pdf
78. Alexei Ya. Belov, Ilya A. Ivanov-Pogodaev, “Construction of finitely presented infinite nil-semigroup”, Classical Aspects of Ring Theory and Module Theory, Abstracts (Bȩdlewo, Poland, July 14–20, 2013), Stefan Banach International Mathematical Center, 2013, 14 http://rings.pb.edu.pl/app/webroot/files/Abstracts.pdf
79. Alexey Kanel-Belov, Ilya Ivanov-Pogodaev, Finitely presented nil-semigroups and aperiodic tilings, http://subtile2013.sciencesconf.org/conference/subtile2013/pages/Kanel_Belov_1.ppt, CIRM, Marselite, 2013 , SubTile 2013 Pavages : systèmes dynamiques, combinatoire, théorie des nombres, décidabilité, géométrie discrète, géométrie non-commutative. 14-18 janv. 2013 Marseille (France)
80. A. Ya. Belov, N. S. Kellin, “What a rigorous proof should be like?”, Math. Ed., 2013, no. 4(68), 70–85  mathnet  elib
81. V. V. Prasolov, T. I. Golenischeva-Kutuzova, A. Ya. Kanel-Belov, I.V.Yaschenko, Yu.G.Kudryashov, A.S.Trepalin, Moskovskie matematicheskie olimpiady. 1958–1967 g., MTsNMO, Moskva, 2013 , 328 pp. http://olympiads.mccme.ru/mmo/books/
82. T. Fernique, I. Ivanov-Pogodaev, A. Belov, I. Mitrofanov, Aperiodichnye zamoscheniya, http://www.turgor.ru/lktg/2013/2/index.htm, 2013 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, 25-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov Borovka, Belarus / 04.08.2013–12.08.2013; 25 summer conference International mathematical Tournament of towns Borovka, Belarus, 04.08.2013–12.08.2013 Aperiodic tilings. http://lipn.univ-paris13.fr/~fernique/info/turgorod_rus2.pdf
83. N. Andreev, R. Koksharov, M. Kalinichenko, N. Panyunin, N. Shavelzon, N. P. Dolbilin, A. Kanel, Garmoniya pravilnykh mnogogrannikov, http://www.etudes.ru/ru/etudes/platonic/, Moskva, 2013 , © 2002-2013 Matematicheskie etyudy
84. Aleksei Yakovlevich Belov, Roboty v labirintakh, konechnye avtomaty, prisposoblyaemost, http://combalg.ru/schools/winter13/courses/, 2013 , $V$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 10–17 fevralya.
85. Aleksei Yakovlevich Belov, Nerazreshimosti, http://combalg.ru/schools/summer13/courses/, 2013 , $VI$ Letnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 17–29 avgusta.

   2012
86. Kanel–Belov A., Rowen Louis H.; Vishne, Uzi, “Full exposition of Specht's problem.”, Serdica Math. J., 38 (2012), 313–370 http://www.math.bas.bg/~serdica/2012/2012-313-370.pdf  mathscinet  zmath
87. Kanel–Belov A., Rowen Louis H.; Vishne, Uzi, “Full quivers of representations of algebras”, Trans. Amer. Math. Soc., 364:10 (2012), 5525–5569 , arXiv: 1109.4916  crossref  mathscinet (cited: 4)  zmath  adsnasa  isi (cited: 1)  elib  scopus (cited: 1)
88. Kanel–Belov A., Eli Aljadeff, “Hilbert series of $PI$-relative free $g$-graded algebras are rational functions.”, Bull. London Math. Soc., 44:3 (2012), 520–532 , arXiv: 1011.3253  crossref  mathscinet (cited: 3)  zmath  adsnasa  isi (cited: 3)  elib (cited: 2)  scopus (cited: 2)
89. Kanel–Belov A., Malev S., Rowen Louis H., “The images of non-commutative polynomials evaluated on $2\times 2$ matrices.”, Proc. Amer. Math. Soc., 140 (2012), 465–478 http://www-personal.umich.edu/~neftin/PolynomialtalkHaifa3.pdf, arXiv: 1005.0191v2  crossref  mathscinet (cited: 15)  zmath  adsnasa  isi (cited: 14)  elib (cited: 7)  scopus (cited: 18)
90. A. Ya. Belov, M. I. Kharitonov, “Otsenki vysoty v smysle Shirshova i na kolichestvo fragmentov malogo perioda”, Fundament. i prikl. matem., 17:5 (2012), 21–54 (Journal of Mathematical Sciences, September 2013, Volume 193, Issue 4, pp 493–515)  mathnet (cited: 1)  crossref  mathscinet  zmath  scopus; A. Ya. Belov, M. I. Kharitonov, “Subexponential estimates in the height theorem and estimates on numbers of periodic parts of small periods”, J. Math. Sci., 193:4 (2013), 493–515  crossref  zmath  elib  scopus
91. A. Ya. Belov, M. I. Kharitonov, “Subexponential estimates in Shirshov's theorem on height”, Sb. Math., 203:4 (2012), 534–553 , arXiv: 1207.2987  mathnet  crossref  crossref  mathscinet (cited: 4)  mathscinet (cited: 4)  zmath  adsnasa  adsnasa  isi (cited: 1)  elib  elib  scopus
92. A.Belov-Kanel, Jie-Tai Yu., “Stable tameness of automorphisms of $F\langle x,y,z\rangle$ fixing $z$.”, Selecta Mathematica, 18:4 (2012), 799–802 , arXiv: arXiv:1102.3292  crossref  mathscinet (cited: 2)  zmath  adsnasa  isi  scopus (cited: 1)
93. A.Belov-Kanel, Jie-Tai Yu, On The Zariski Topology Of Automorphism Groups Of Affine Spaces And Algebras, 2012 , 36 pp., arXiv: 1207.2045  adsnasa
94. I. Ivanov-Pogodayev, A. Kanel-Belov,, “Construction of finitely presented infinite nil-semigroups.”, Special session dedicated to prof. B.Plotkin, International Conference “Modern Algebra and Its Applications" (Batumi, September 2010), Journal of Mathematical Sciences, 186, no. 5, 2012, 751–752 (Translated from Sovremennaya Matematika i Ee Prilozheniya (Contemporary Mathematics and Its Applications), Vol. 74, (Batumi, 2010), Part 1, 2011, 84–86., Georgian Schience foundation)  crossref  mathscinet  zmath  elib  scopus
95. Alexei Belov-Kanel and Jie-Tai Yu, “Lifting of the automorphism group of polynomial algebras”, Groups of Automorphisms in Birational and Affine Geometry (Bellavista Relax Hotel, Levico Terme – Trento, October 29th- November 3rd, 2012, Italy.), CIRM, Trento, Italy, 2012, 26 pages http://www.science.unitn.it/cirm/Belov-Kanel.pdf
96. Alexei Kanel-Belov, “$Aut(K[x_1,…, x_n])$ as $ind$-scheme and Konsevich conjecture”, Real and Complex Affine Algebraic Geometry (La Rochelle (Birpol 2), May 29–31), eds. Jean-Philippe Furter and Frédéric Mangolte, Universite Angers, La Rochelle, 2012, 1 http://math.univ-angers.fr/~mangolte/gdt-la-rochelle-2012-schedule.pdf
97. Alexei Kanel-Belov, “Polynomial automorphisms and Jacobian conjecture”, Seminar in Real & Complex Geometry (Tuesday, 22.05.2012, 15:00-16:30, Schreiber building, room 210), TAU, 2012, 1 (Published online) http://www.math.tau.ac.il/~shustin/SEM-RCG/Poster36.htm
98. A. Ya. Kanel-Belov, R. Yavich, “On Non-Forcible Teaching”, Math. Ed., 2012, no. 3(63), 2–4  mathnet
99. A. Ya. Belov, M. I. Kharitonov, Periodichnost i poryadochnost, http://www.turgor.ru/lktg/2012/2/index.htm, 24-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2012 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Karachaevo-Cherkesskii gosudarstvennyi universitet im. U. D. Alieva, Zhurnal “Kvant”, Teberda, Karachaevo-Cherkessiya, 03.08.2012–11.08.2012.
100. A. Ya. Kanel-Belov, R. Yavich, “O nenasilstvennom obuchenii”, Matematicheskoe obrazovanie, 63, Iyul-Sentyabr:3 (2012), 2–4 , Moskva, Engl. transl.: A.Ya. Kanel-Belov, Roman Yavich, “On Non-Compulsory Teaching”, International Journal of Management Sciences, 2:5 (2014), 229–232 http://matob.ru/files/nomer63.pdf (ISSN 1992-6138)  elib (cited: 1)
101. Belov A. Ya., R. Yavich, “Olimpiady: dver v matematiku ili sport?”, $Kh$ Mezhdunarodnyi simpozium “Imidzhelogiya-2012: DRAIVER razvitiya” 17-18 maya 2012 g., 2012, tezisy, 51–55 http://lib.convdocs.org/docs/index-145004.html (Engl. transl.: Alexei Kanel-Belov and Roman Yavich, “Mathematical Competitions and Olympiads-Mathematic or Sport”, American Journal of Mathematics and Mathematical Sciences, 3:1 (2014), 37–50, ISSN: 2278–0874, http://www.academicresearchjournals.com/serialjournalmanager/pdf/1402910198.pdf)
102. Aleksei Yakovlevich Belov, Sistemy vzaimodeistvuyuschikh konechnykh avtomatov, ili Roboty v labirintakh, http://combalg.ru/schools/winter12/courses/, 2012 , $IV$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 9–16 fevralya
103. Aleksei Yakovlevich Belov, Geometriya i kombinatorika opredelyayuschikh sootnoshenii, http://combalg.ru/schools/summer12/courses/, 2012 , $V$ Letnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 16–28 avgusta.

   2011
104. Kanel–Belov A., Rowen Louis H.; Vishne, Uzi, “Application of full quivers of representations of algebras, to polynomial identities.”, Comm. in Algebra, 39 (2011), 4536–4551  crossref  mathscinet (cited: 4)  zmath  isi  elib  scopus
105. A.Ya.Belov, G.V.Kondakov, I.Mitrofanov., “Inverse problems of symbolic dynamics”, Dedicated to Michael Singer on his 60-th birthday., Algebraic methods in dynamical systems. (Bȩdlewo, Poland, May 16–22, 2010.), Warszawa: Polish Academy of Sciences, Institute of Mathematics , Banach Center Publ., 94, 2011, 43–60 , arXiv: 1104.5605 (ISBN 978-83-86806-13-3/pbk)  crossref  mathscinet  zmath  adsnasa
106. A.Belov-Kanel, Jie-Tai Yu, “On the lifting of the Nagata automorphism”, Selecta Mathematica, 17:4 (2011), 935–945 , arXiv: 1011.3349  crossref  mathscinet (cited: 2)  zmath  adsnasa  isi (cited: 1)  elib (cited: 1)  scopus (cited: 2)
107. Belov, A., Lipyanskii R., “Authomorphisms of Endomorphism group of free associative-commutative algebra over an arbitrary field.”, Journal of Algebra, 333:1 (2011), 40–54 , arXiv: 0903.4839  crossref  mathscinet (cited: 2)  zmath  adsnasa  isi (cited: 3)  elib (cited: 3)  scopus (cited: 4)
108. Alexei Kanel-Belov, Ivan Mitrofanov, Periodicity of Rauzy scheme and substitutional systems, 2011 (v1), 2012 (v3) , 41 pp., http://www.lamfa.u-picardie.fr/fdurand/programmeDECID.html, arXiv: 1107.0185  adsnasa
109. A.Belov-Kanel, M.Kharitonov, “Subexponential estimations in Shirshov's height theorem”, Georgian Schience foundation., Georgian Technical University, Batumi State University, Ramzadze mathematical institute, Int. conference “Modern algebra ad its applications” (Batumi, Sept. 2011), Proceedings of the Int. conference, 1, Journal of Mathematical Sciences September 2013, Volume 193, Issue 3, pp 378–381, 2011, 29–33 , Special Session dedicated to Professor Gigla Janashia http://gtu.edu.ge/pdf/konf/Poster_Batumi_Conf_2011.pdf  crossref  mathscinet  zmath  elib  scopus
110. Belov, A., Lipyanskii R., “Automorphisms of the semigroup End$(K[x_1,…,x_n])$”, Special session dedicated to prof. B.Plotkin, International Conference “Modern Algebra and Its Applications” (Batumi, Sept. 2010), Journal of Mathematical Sciences, 186, Journal of Mathematical Sciences: Volume 186, Issue 5 (2012), page 706–711. Translated from Sovremennaya Matematika i Ee Prilozheniya (Contemporary Mathematics and Its Applications), Vol. 74, Proceedings of the International Conference “Modern Algebra and Its Applications” (Batumi, 2010), Part 1, 2011., no. 5, 2011, 706–711  crossref  mathscinet  zmath  scopus
111. Alexei Belov, Mikhail Kharitonov, “Subexponential estimations in Shirshov height theorem”, International conference on Ring Theory dedicated to the 90-th anniversary of A.I.Shirshov (1921–1981) (Novosibirsk, Russia, July 14–18), IM SO RAN, 2011, 1 http://math.nsc.ru/conference/rtc/files/rtc_program.pdf
112. Fedorov, Roman (ed.); Belov, Alexei (ed.); Kovaldzhi, Alexander (ed.); Yashchenko, Ivan (ed.), Moscow mathematical olympiads, 2000–2005., Transl. from the Russian by V. Dubrovsky and D. Leites. Translation edited by Silvio Levy. (English), MSRI Mathematical Circles Library 7. Providence, RI: American Mathematical Society (AMS); Berkeley, CA: Mathematical Sciences Research Institute (MSRI). viii,, 2011 , 176 pp.  mathscinet  zmath
113. Fedorov, Roman (ed.); Belov, Alexei (ed.); Kovaldzhi, Alexander (ed.); Yashchenko, Ivan (ed.), Moscow mathematical olympiads, 1993–1999., Transl. from the Russian by V. Dubrovsky and D. Leites. Translation edited by Silvio Levy. (English), MSRI Mathematical Circles Library 4. Providence, RI: American Mathematical Society (AMS); Berkeley, CA: Mathematical Sciences Research Institute (MSRI), 2011 , 220 pp.  mathscinet  zmath
114. Kanel A., “Pochemu raskhoditsya garmonicheskii ryad?”, Kvant +, 2011, no. 1, 59 http://kvant.mccme.ru/pdf/2011/01/olimp+info.pdf
115. A. Kanel-Belov, V. Bugaenko, S. Grigorev, N. Kudyk, I. Mitrofanov, A. Petukhov, B. Frenkin, Drobnye iteratsii funktsii, http://www.turgor.ru/lktg/2011/3/index.php, 23-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2011 , Rossiiskaya akademiya nauk / Russian Academy of Sciences, Departament obrazovaniya goroda Moskvy / Moscow Department of Education, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya / Moscow Center for Continuous Mathematical Education, Uralskii regionalnyi eksperimentalnyi uchebno-nauchnyi kompleks / Ural Regional Experimental Educational and Scientific Complex, Zhurnal “Kvant” / “Kvant” journal, Beloretsk, Bashkortostan, 02.08.2011–10.08.2011
116. Pantazis Houlis, Arcady Dyskin, Alexei Kanel-Belov, Elena Pasternak, Yuri Estrin, Tornado, http://www.puzzle-place.com/wiki/Tornado, 2011  youtube
117. Kirill Grebnev, Alexei Kanel-Belov, Diamond in the Frame, http://www.johnrausch.com/DesignCompetition/2011/, 2011 , http://mechanical-puzzles.blogspot.co.il/2011/08/2011-puzzle-design-competition-part-2.html
118. A. Ya. Belov, Mat. Pros., 15, MCCME, Moscow, 2011, 187–203  mathnet  adsnasa
119. Aleksei Yakovlevich Belov, Roboty v labirintakh, http://combalg.ru/schools/winter11/courses, 2011 , $III$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 11–16 fevralya
120. Aleksei Yakovlevich Belov, Diskretnoe preobrazovanie Fure, ryady Fure i problema Varinga, http://combalg.ru/schools/summer11/courses, 2011 , $IV$ Letnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Alye Parusa, 13–25 avgusta.
121. Alexei Kanel-Belov, About the Mathematics Olympiad Movement, http://www.mofet.macam.ac.il/external/Documents/ariel-18-9-11.pdf, Ariel University center of Samaria, Ariel, 2011 (Published online)

   2010
122. Kanel–Belov A., Eli Aljadeff, “Representability and Specht problem for $G$-graded algebras”, Advances in Math., 225:5 (2010), 2391–2428 , arXiv: 0903.0362  crossref  mathscinet (cited: 26)  zmath  adsnasa  isi (cited: 25)  elib (cited: 19)  scopus (cited: 24)
123. A.Ya.Kanel-Belov, A.L.Chernyat'ev, “Describing the set of words generated by interval exchange transformation”, Comm. in Algebra, 38:7 (2010), 2588–2605 , arXiv: 0711.2374  crossref  mathscinet (cited: 5)  zmath  adsnasa  isi (cited: 1)  elib (cited: 7)  scopus (cited: 8)
124. Kanel–Belov A., Rowen Louis H.; Vishne, Uzi, “Structure of Zariski-closed algebras.”, Trans. Amer. Math. Soc., 362:9 (2010), 4695–4734 , arXiv: 1109.4912  crossref  mathscinet (cited: 7)  zmath  adsnasa  isi (cited: 4)  elib (cited: 6)  scopus (cited: 7)
125. Kanel–Belov, Alexei; Kaminski Jeremy, Teicher Mina., “Multi-Secant Lemma.”, Israel Journ. of Math., 177:1 (2010), 253–267  crossref  mathscinet  zmath  isi  scopus
126. Belov, A., Michailov R., “Free subalgebras of Lie algebras close to nilpotent”, Groups, Geometry, and Dynamics, 4:1 (2010), 15–29 , arXiv: 0805.0723  crossref  mathscinet (cited: 1)  zmath  adsnasa  isi  elib  scopus
127. A. Ya. Belov, “The local finite basis property and local representability of varieties of associative rings”, Izv. Math., 74:1 (2010), 1–126  mathnet  crossref  crossref  mathscinet  zmath  zmath  adsnasa  isi (cited: 7)  elib (cited: 6)  elib (cited: 6)  scopus (cited: 5)
128. A. J. Kanel-Belov, A. V. Dyskin, Y. Estrin, E. Pasternak, I. A. Ivanov-Pogodaev, “Interlocking of convex polyhedra: towards a geometric theory of fragmented solids”, Mosc. Math. J., 10:2, http://www.ams.org/distribution/mmj/vol10-2-2010/kanel-belov-etal.pdf (2010), 337–342 http://olympiads.mccme.ru/mmo/2000/mmo2000.htm, arXiv: 0812.5089  mathnet (cited: 10)  mathscinet  zmath  adsnasa  isi (cited: 11)  elib (cited: 10)  scopus (cited: 13)
129. A. Ya. Belov, “Lokalnaya konechnaya baziruemost i lokalnaya predstavimost mnogoobrazii assotsiativnykh kolets”, Doklady RAN, 432:6 (2010), 727–731 http://www.maikonline.com/maik/showArticle.do?auid=VAGAJAPUUG (Engl. transl.:A. Ya. Belov. Local finite basis property and local representability for varieties of associative rings. Doklady Mathematics, 2010, Vol. 81, No. 3, pp. 458–461.)  crossref  mathscinet (cited: 2)  zmath  isi (cited: 1)  elib  scopus (cited: 1)
130. Belov Alexei, “Description of the set of superwords, obtained by Interval Exchange transformations”, Algebraic Methods in Dynamical Systems, ESF Mathematics Conference in partnership with EMS and ERCOM (Bedlewo, Poland, 16–22 May 2010.), eds. Zbigniew Hajto,Teresa Crespo, Stefan Banach International Mathematical Center, 2010.
131. A. Ya. Belov, R. Yavich, “Problem of Giftedness and Stages in Math Education”, Math. Ed., 2010, no. 1(53), 2–5  mathnet
132. Belov Aleksei Yakovlevich, R. Yavich, “Problemy odarennosti i stadiinost matematicheskogo obucheniya”, Matematicheskoe obrazovanie, 3:1, Yanvar–Mart (2010), 2–5 , Engl. transl. A. Kanel-Belov, R. Yavich (2012) – Staging of Mathematical Education// Athens Institute for Education and Research// ATINER's Conference Paper Series MAT2012-0176// Athens, Greece, June 2012, pp 5–9 // ISSN 2241-2891 http://www.atiner.gr/papers/MAT2012-0176.pdf http://matob.ru/files/nomer53.pdf
133. Belov A. Ya, V. O. Bugaenko, A. Domoshnitskii, “Matematicheskaya internet-olimpiada dlya studentov”, Matematicheskoe prosveschenie, 14 (2010), 235–238 , English version: A.Domoshnitsky, R. Yavich, V. Bugaenko, A. Kannel-Belov (2012) -International Mathematical Internet Olympiad// Journal of Systemics, Cybernetics and Informatics, USA // ISSN: 1690-4524 //Indexed in EBSCO , Cabell , Global Impact Factor database // Volume 10, Number 5, 2012,pp. 50–54 http://www.mccme.ru/free-books/matprosf.html  mathnet  scopus
134. Prasolov V. V., Golenischeva-Kutuzova T. I.,Aleksei Kanel-Belov, Yurii Kudryashov, Ivan Yaschenko, Moskovskie matematicheskie olimpiady 1935–1957, MTsNMO, 2010 , 344 pp. http://olympiads.mccme.ru/mmo/books/  elib
135. Aleksei Kanel-Belov, Ilya Ivanov-Pogodaev, Aleksei Malistov, Mikhail Kharitonov, Raskraski i klastery, http://olympiads.mccme.ru/lktg/2010/2/index.htm, 22-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2010 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Karachaevo-Cherkesskii gosudarstvennyi universitet im. U. D. Alieva, Zhurnal “Kvant”, Teberda, Karachaevo-Cherkessiya, 02.08.2010–10.08.2010
136. Nikolai Andreev, Roman Koksharov, Mikhail Kalinichenko, Nikita Panyunin, Nikita Shavelzon, Aleksei Yakovlevich Kanel-Belov, Teni, http://www.etudes.ru/ru/etudes/teni/, © 2002-2013 Matematicheskie etyudy, Moskva, 2010
137. Houlis, P., A.V Dyskin, E. Pasternak, Y. Estrin, A. Kanel-Belov, Topological Interlocking Puzzle, Australian Patent application, http://www.johnrausch.com/designcompetition/2010/results.htm, 2010902951, UWA, 2010, 2010902951, 2010
138. Aleksei Yakovlevich Belov, Bystroe umnozhenie mnogoznachnykh chisel, diskretnoe preobrazovanie Fure i tenzornnyi rang, http://combalg.ru/schools/winter10/courses, 2010 , $II$ Zimnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 11–16 fevralya
139. Aleksei Yakovlevich Belov, Kombinatorika slov, http://combalg.ru/schools/summer10/courses, 2010 , $III$ Letnyaya shkola “Kombinatornaya matematika i teoriya algoritmov”, Berendeevy Polyany, 15–24 avgusta

   2009
140. Alexey Belov, “Construction of finitelly presented Nill but not nilpotent semigroup”, International Conference on Algebra and Related Topics (ICCA) (23–27 June 2009, Guangzhou), The Center of Combinatorial Algebra, South China Normal University, 2009, 18 https://istina.msu.ru/publications/article/11643331/
141. Kanel–Belov A., Rowen Louis H., “Perspectives on Shirshov's Height Theorem.”: A.I.Shirshov, Selected papers of A.I.Shirshov, eds. Zelmanov, Latyshev, Bokut, Shestakov, Birkhüser Verlag AG, 2009, 3–20 , see front matter http://link.springer.com/book/10.1007/978-3-7643-8858-4  crossref  mathscinet (cited: 36)  zmath  isi (cited: 3)
142. Belov Aleksei Yakovlevich, “Samozaklinivayuschiesya struktury.”, Kvant, 1 (2009), 20–23 http://kvant.mccme.ru/pdf/2009/2009-01.pdf  youtube
143. Belov A. Ya, Rubanov I. S., “Matematicheskaya skazka.”, Kvant, 1 (2009), 25 http://kvant.mccme.ru/pdf/2009/2009-01.pdf
144. A. Ya. Belov-Kanel, I. Ivanov-Pogodaev, A. Malistov, I. Mitrofanov, M. Kharitonov, Zamoscheniya, raskraski i plitochnye gruppy, http://www.turgor.ru/lktg/2009/4/index.php, 21-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2009 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Karachaevo-Cherkesskii gosudarstvennyi universitet im. U. D. Alieva, Zhurnal “Kvant”, Teberda, Karachaevo-Cherkessiya, 02.08.2009–10.08.2009.
145. I. A. Ivanov-Pogodaev, A.Ya.Kanel-Belov, S.I.Kublanovskii, A.S.Malistov, “Zadacha o razboinikakh.”: B. R. Frenkin, Letnie konferentsii Turnira gorodov. Izbrannye materialy., v. Vypusk 1, eds. N. N. Konstantinov, MTsNMO, Moskva, 2009, 71–92 , 264 str. http://www.turgor.ru/lktg/1999/lktg11.zip (Odinnadtsataya letnyaya konferentsiya Mezhdunarodnogo matematicheskogo Turnira Gorodov, 1999, Konferentsiya prokhodila s 1-go po 8-e avgusta 1999 goda v detskom ozdorovitelnom komplekse “RUSIChI” MVD RF pod g. Maloyaroslavets Kaluzhskoi obl.)  elib
146. A. Ya. Kanel, Teorema Rufini-Abelya, http://combalg.ru/schools/summer09/courses, 2009 , Kombinatorika i algoritmy dlya shkolnikov, $II$ Letnyaya shkola 2009, Berendeevy polyany, 10–25 avgusta 2009
147. A. Ya. Kanel, Nestandartnyi analiz, http://chronos.btty.su/video/2009-summer/, 2009 , Kombinatorika i algoritmy dlya shkolnikov, Letnyaya shkola 2009, Berendeevy polyany, 10–25 avgusta 2009
148. Kanel-Belov A.Ya., Nepostroimost pravilnykh mnogougolnikov (10–11), Algoritm Evklida dlya gaussovykh chisel (10–11), Zadachi na kombinatornye pokrytiya (10– 11), Metod minimalnogo kontrprimera i spusk v grafakh (10), Treugolniki i katastrofy (10– 11). (sovm s A.K.Kovaldzhi)., MATEMATIKA V ZADAChAKh Sbornik materialov vyezdnykh shkol komandy Moskvy na Vserossiiskuyu matematicheskuyu olimpiadu, eds. A.A. Zaslavskii, D.A. Permyakov, A.B. Skopenkov, M.B. Skopenkov, A.V. Shapovalov, MTsNMO, Moskva, 2009 http://www.mccme.ru/free-books/olymp/matprob.pdf

   2008
149. Belov, Alexei; Yu, Jie-Tai, “On a Low-Dimensional Cancellation conjecture”, Journal of Algebra, 319 (2008), 2235–2242  crossref  mathscinet (cited: 1)  zmath  isi (cited: 1)  elib (cited: 1)  scopus (cited: 1)
150. A. Ya. Belov, A. L. Chernyatiev, “Words with low complexity and interval exchange transformations”, Russian Math. Surveys, 63:1 (2008), 158–160 http://www.mccme.ru/~anromash/workshop/program10.html  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi (cited: 1)  elib  scopus (cited: 3)
151. Schaare, S.; Dyskin, A. V.; Estrin, Y.; Arndt, S.; Pasternak, E.; Kanel-Belov, A., “Point loading of assemblies of interlocked cube-shaped elements.”, Internat. J. Eng. Sci., 46:12 (2008), 1228–1238 PowerPoint PPT Presentation  crossref  mathscinet  zmath  isi (cited: 27)  elib (cited: 26)  scopus (cited: 32)
152. Alexei Belov, “Describing the set of words generated by interval exchange transformation”, Aspects of Transcendental Dynamics (June 16–20, 2008, Bremen, Germany), eds. Dierk Schleicher and Walter Bergweiler, Jacobs University Bremen, 2008. http://analysis.math.uni-kiel.de/bergweiler/dynamics08.html
153. Kanel-Belov A.Ya., “Avtomorfizmy Algebry Veilya”, Mezhdunarodnaya algebraicheskaya konferentsiya, posvyaschennaya 100-letiyu so dnya rozhdeniya A.G.Kurosha (28 maya – 3 iyunya 2008, GZ, Mekhmat, MGU), MGU, 2008. (Published online) http://halgebra.math.msu.su/Kurosh/ru/Plenary.pdf
154. Kanel-Belov A.Ya., “O ko-roste v algebrakh i slovakh”, Mezhdunarodnaya algebraicheskaya konferentsiya, posvyaschennaya 100-letiyu so dnya rozhdeniya A.G.Kurosha (28 maya – 3 iyunya 2008, GZ, Mekhmat, MGU), MGU, 2008. (Published online) http://halgebra.math.msu.su/Kurosh/ru/Program.pdf
155. A. Ya. Kanel-Belov, B. R. Frenkin, Mat. Pros., 12, MCCME, Moscow, 2008, 229–231  mathnet
156. R. M. Fedorov, A. Ya. Kanel-Belov, A. K. Kovaldzhi, I. V. Yaschenko., Moskovskie matematicheskie olimpiady 1993–2005 g., 2-e izd., ispravlennoe i dopolnennoe. (1-e izd. 2008)., eds. V. M. Tikhomirov, MTsNMO, Moskva, 2008 , 464 pp., tir. 3000 ekz., http://biblio.mccme.ru/node/2046 http://www.mccme.ru/free-books/olymp/mmo1993.pdf  zmath
157. Aleksei Kanel-Belov, Ilya Ivanov-Pogodaev, Aleksei Malistov, Dmitrii Baranov, Ivan Mitrofanov, Kubik Rubika i problema Khigmana, http://www.turgor.ru/lktg/2008/2/index.php, 20-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2008 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, Mendeleevo, Moskovskaya oblast, Solnechnogorskii raion / Moscow oblast, Solnechnogorsky rajon, 01.08.2009–09.08.2008
158. Alexei Y. Kanel–Belov, “On the issue of taste evolution in mathematical Olympiads”, Abstracts, Proceedings of the 5-th International Conference on Creativity in Mathematics and the Education of Gifted Students., 2008, Haifa, Israel, February 24–28, 418–-420. http://cmeg-5.edu.haifa.ac.il/conference_proceedings.htm

   2007
159. Belov, A., Berzins A., Lipiansky R., “Automorphisms of endomorphism group of free associative algebra.”, Int. Journ. of Algebra and Comp., Vol. 17,:5/6 (2007), 923–939 , arXiv: arXiv:math/0512273  crossref  mathscinet (cited: 7)  zmath  adsnasa  isi (cited: 4)  scopus (cited: 6)
160. A. Ya. Belov, “Problemy bernsaidovskogo tipa, teoremy o vysote i o nezavisimosti”, Fundament. i prikl. matem., 13:5 (2007), 19–79  mathnet (cited: 5)  mathscinet (cited: 2)  zmath  elib (cited: 6); A. Ya. Belov, “Burnside-type problems, theorems on height, and independence”, J. Math. Sci., 156:2 (2009), 219–260  crossref  mathscinet  zmath  elib (cited: 1)  scopus (cited: 1)
161. A. Ya. Belov, “Problema Kurosha, teorema o vysote, nilpotentnost radikala i tozhdestvo algebraichnosti”, Fundament. i prikl. matem., 13:2 (2007), 3–29  mathnet (cited: 1)  mathscinet (cited: 2)  zmath  elib (cited: 1); A. Ya. Belov, “The Kurosh problem, height theorem, nilpotency of the radical, and algebraicity identity”, J. Math. Sci., 154:2 (2008), 125–142  crossref  mathscinet  zmath  elib  scopus
162. A. Ya. Kanel-Belov, M. L. Kontsevich, “The Jacobian conjecture is stably equivalent to the Dixmier conjecture”, Mosc. Math. J., 7:2 (2007), 209–218 , arXiv: math/0512171  mathnet (cited: 27)  mathscinet (cited: 30)  zmath  adsnasa  isi (cited: 22)
163. A. Ya. Belov, “On Rings Asymptotically Close to Associative Rings”, Siberian Adv. Math., 17:4 (2007), 227–267  mathnet  crossref  mathscinet  zmath  elib
164. A. Ya. Belov, “On varieties generated by a ring which is finite-dimensional over its centroid”, Russian Math. Surveys, 62:2 (2007), 379–381  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi (cited: 1)  elib  scopus (cited: 4)
165. A. Ya. Belov, A. L. Chernyatev, Opisanie mnozhestva slov, porozhdaemykh perekladyvaniem otrezkov, Dep. v VINITI, No 1048-B2007 ot 09.11.07, VINITI, Moskva, 2007 , 18 pp., prinyato v pechat 09.10.07, ref. 23 items, Describing the set of words generated by interval exchange transformations https://www.lirmm.fr/arith/wiki/MathInfo2010/...  elib
166. Molotnikov, A (Molotnikov, A.); Estrin, Y (Estrin, Y.); Dyskin, AV (Dyskin, A. V.); Pasternak, E (Pasternak, E.); Kanel-Belov, AJ (Kanel-Belov, A. J.), “Percolation mechanism of failure of a planar assembly of interlocked osteomorphic elements”, Engeneering Fracture Mechanics, 74:8 (2007), 1222–1232  crossref  isi (cited: 16)  elib (cited: 17)  scopus (cited: 19)
167. Alexei J. Belov-Kanel, “Endomorphisms of Weil algebras”, Affine algebraic geometry. Abstracts from the workshop held January 7–13, 2007., MR2359126 (2008f:00016), Oberwolfach Reports, 4, eds. Flenner, Hubert (ed.); Russell, K.Peter (ed.); Zaidenberg, Mikhail (ed.), European Mathematical Society Publishing House, 2007, 5–-82 (16–18)  crossref  mathscinet  zmath
168. Dyskin, A.V., H.C. Khor, D. Yong, E. Pasternak, Y. Estrin and A.J. Kanel-Belov, “Deployable interlocking structures for Martian bases”, Proc. 7-th Australian Mars Exploration Conference, (July 13–15,), Trinity College Perth, Western Australia., 2007, CD.
169. Alexei Kanel-Belov, “Authomorphisms of Weyl Algebras”, Algebraic Aspects in Geometry, (Bȩdlewo, Poland, 17–23 October 2007), eds. Norbert Poncin, University of Luxembourg, LU, Vice-Chair: Janusz Grabowski, Polish Academy of Sci, Mathematical Research and Conference Center, 2007, 2 https://orbilu.uni.lu/bitstream/10993/13065/1/ESF2007-249SROrbi.pdf
170. Alexei J. Kanel-Belov, “Algorithmical unsolvability in algebraic geometry and algebra”, Bar-Ilan University Mathematical Colloquim (18 Nov 07, Bar-Ilan, Ramat-Gan), BIU, 2007. (Published online) http://u.math.biu.ac.il/~katzmik/colloquium/kanel.html
171. Yu. V. Matiyasevich, Ya. Abramov, A. Ya. Belov-Kanel, I. A. Ivanov-Pogodaev, A. S. Malistov, Desyataya problema Gilberta, http://www.turgor.ru/lktg/2007/2/index.php, 9-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2007 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, Fiziko-tekhnicheskoe otdelenie Natsionalnoi Akademii Nauk Respubliki Belarus Komitet po obrazovaniyu Mingorispolkoma International Sophus Lie Centre Uchrezhdenie obrazovaniya “Minskoe Suvorovskoe voennoe uchilische”, Belarus, Minsk / Belarus, Minsk, 02.08.2007–10.08.2007
172. A. Ya. Kanel, “Kommentarii k state D. A. Mikhalina, I. M. Nikonova “Odna zadacha o nakhozhdenii falshivoi monety””, Matematicheskoe prosveschenie, 2007, 3 seriya, 157 http://www.mccme.ru/free-books/matprosc.html (v kontse stati D. A. Mikhalina, I. M. Nikonova)
173. A. Belov-Kanel, P. Dergach, P. Kozlov i A. Skopenkov, Kvadratichnye irratsionalnosti, http://www.turgor.ru/lktg/2007/5/index.php, 2007 , 13 pp., Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, Fiziko-tekhnicheskoe otdelenie Natsionalnoi Akademii Nauk Respubliki Belarus Komitet po obrazovaniyu Mingorispolkoma International Sophus Lie Centre Uchrezhdenie obrazovaniya “Minskoe Suvorovskoe voennoe uchilische”, 19-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov 19-th summer conference International mathematical Tournament of towns,

   2006
174. Belov, Alexei; Yu, Jie-Tai, “Cancellation problems and dimension theory.”, Comm. in Algebra, 34:4 (2006), 1521–1540  crossref  mathscinet (cited: 1)  zmath  isi (cited: 1)  elib (cited: 1)  scopus (cited: 1)
175. Kanel–Belov A., Rowen Louis H.; Vishne, Uzi, “Normal bases of $PI$-algebras.”, Adv. in Appl. Math., 37:3 (2006), 378–389  crossref  mathscinet (cited: 2)  zmath  isi (cited: 2)  scopus (cited: 2)
176. D. I. Kaminskii, A. Ya. Kanel-Belov, M. Taikher, “Lemma o 3-sekuschikh dlya mnogoobrazii s komponentami razlichnoi razmernosti”, Fundament. i prikl. matem., 12:2 (2006), 71–87  mathnet (cited: 2)  mathscinet (cited: 1)  zmath  elib (cited: 1); J. Y. Kaminski, A. Ya. Kanel-Belov, M. Teicher, “Trisecant lemma for nonequidimensional varieties”, J. Math. Sci., 149:2 (2008), 1087–1097 , arXiv: 0712.3878  crossref  mathscinet  zmath  adsnasa  scopus
177. Aleksei Yakovlevich Kanel-Belov, “Samozaklinivayuschiesya struktury”, Letnyaya shkola “SOVREMENNAYa MATEMATIKA” (Dubna, 19–30 iyulya 2006 goda), MTsNMO, 2006. http://www.mccme.ru/dubna/2006/courses/kanel.html
178. Alexei Kanel-Belov (HUJI), “Non-Standard Analysis, Polynomial Automorphisms and Kontsevich Conjecture”, Hebrew University MATHEMATICAL LOGIC SEMINAR (Wednesday, 11.1.2006, 14:00, in Math building, room 207, Jerusalem, Hebrew University), see also http://www2.math.technion.ac.il/~techm/20100505150020100505kan (Arithmetic, Geometry, and Topology seminar Department of Mathematics, Bar Ilan University wednesday, 5 may '10, at 3:30 pm, Yehuda Pinchover, 2006. http://www2.math.technion.ac.il/~techm/20060111140020060111kan
179. Alexei Belov, “Automorphisms of the semigroup of endomorphisms of free associative algebras”, THE ELEVENTH AMITSUR MEMORIAL SYMPOSIUM (Ramat-Gan, Monday, 26 June and Tuesday, 27 June, 2006), BIU, 2006, 3 http://u.math.biu.ac.il/~vishne/Conferences/amitsur_symp06.html
180. A. Belov, “Growth in associative and Lie algebras”, Amitsur Algebra Seminar (Thursday, January 19, 2006, at 12:15, Jerusalem), HUJI, 2006. http://www2.math.technion.ac.il/~techm/20060119121520060119bel
181. A. Ya. Kanel', Mat. Pros., 10, MCCME, Moscow, 2006, 273  mathnet
182. A. Ya. Belov, Mat. Pros., 10, MCCME, Moscow, 2006, 185–189  mathnet
183. A. Ya. Kanel-Belov, I. A. Ivanov-Pogodaev, A. S. Malistov, Groups and Burnside problem, http://olympiads.mccme.ru/lktg/2006/2/index.htm, 18-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2006 , Rossiiskaya akademiya nauk, Departament obrazovaniya goroda Moskvy, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Otdel obrazovaniya Munitsipalnogo obrazovaniya “Ostashkovskii raion” Tverskoi oblasti, Zhurnal “Kvant” Detsko-yunosheskaya sportivnaya shkola goroda Ostashkov, Rossiya, ozero Seliger / Russia, Seliger, 02.08.2006–10.08.2006
184. Fedorov R. M., Kanel-Belov A. Ya., Kovaldzhi A. K., Yaschenko I. V., MOSKOVSKIE MATEMATIChESKIE OLIMPIADY 1993—2005 g., eds. Tikhomirov V. M., MTsNMO, Moskva, 2006 , 456 pp., BBK: 22.1; UDK: 510 http://www.mccme.ru/free-books/olymp/mmo1993.pdf  elib

   2005
185. Belov, A.; Kontsevich M.L., “Automorphisms of Weil algebras.”, Letters in Mathematical Physics, 74, A special volume dedicated to the memory of F.A.Berezin:3 (2005), 181–199 , arXiv: math/0512169  crossref  mathscinet (cited: 23)  zmath  adsnasa  isi (cited: 26)  elib (cited: 14)  scopus (cited: 28)
186. Belov A.J., Ivanov I.A., “Construction of semigroups with some exotic properties.”, Acta Applicandae Math., 85:1–3 (2005), 49–56  crossref  mathscinet (cited: 2)  zmath  isi (cited: 2)  elib  scopus (cited: 1)
187. Kanel–Belov, Alexei; Rowen, Louis Halle, Combinatorial aspects in polynomial identities, Research Notes in Mathematics, 9, A K Peters, Ltd., Wellesley, MA, 2005 , 378 pp.  mathscinet (cited: 56)  zmath
188. A. Ya. Belov, “Linear Recurrence Equations on a Tree”, Math. Notes, 78:5 (2005), 603–609  mathnet  crossref  crossref  mathscinet  zmath  isi  elib (cited: 2)  scopus
189. A. Ya. Belov, “Algorithm for the verification of identities in representable algebras of arbitrary signature over a ring”, Russian Math. Surveys, 60:6 (2005), 1240–1241  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi (cited: 1)  elib  scopus (cited: 1)
190. Dyskin, A.V., Estrin, Y., Pasternak, E., Khor, H.C., Kanel–Belov, A.J., “The principle of topological interlocking in extraterrestrial construction”, Acta Astronautica, 57:1 (2005), 10–21  crossref  adsnasa  isi (cited: 16)  elib (cited: 12)  scopus (cited: 17)
191. A.J.Kanel–Belov, “Sensationally non-planar interlocking structures”, Designing non-traditional materials based on geometrical principles (19–22 June 2005, Hanover, Germany), Abstracts, Workshop in Hanover:, 2005, 12
192. Alexei Belov, Louis Rowen & Uzi Vishne, “Normal basis of algebras”, The Amitsur Conference in Algebra (June 28-29, 2005, The Weizmann Institute of Science, Rehovot, Israel), The Arthur and Rochelle Belfer Institute of Mathematics and Computer Science, Rehovot, 2005. http://www.wisdom.weizmann.ac.il/math/amit-conf/belov_abs.html
193. A. Kanel-Belov, “Polynomial authomorphisms, Jacobian, Dixmier and Kontzevich conjectures.”, Jerusalem Algebra Seminar (Thursday, February 24 2005, at 12:15 (room 209).), HUJI, 2005. (Published online) http://www2.math.technion.ac.il/~techm/20050224121520050224kan
194. Kanel-Belov Alexei, “Automorphisms of Weil algebras and Kontsevich Conjecture”, Conference in Honor of the 80-th birthday of Professor B.I.Plotkin. (20–22 dekabrya 2005, Jerusalem, Israel), eds. E.B.Plotkin, HUJI, Jerusalem, 2005, 3
195. A. Ya. Belov-Kanel, A. B. Reznikov, “On the history of the Peoples University”, Math. Education, Mat. Pros., 9, 3 series, MCCME, Moscow, 2005, 30–31  mathnet
196. A. Ya. Belov, I. A. Ivanov-Pogodaev, V. E. Gorin, A. N. Glebov, A. L. Chernyatev, Pochti-periodichnost i simvolicheskaya dinamika, http://www.turgor.ru/lktg/2005/5/index.htm, 17-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, 2005 , Rossiiskaya akademiya nauk, Natsionalnaya akademiya nauk Belarusi, Departament obrazovaniya goroda Moskvy, Upravlenie obrazovaniya Grodnenskogo oblispolkoma, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, Belarus, Mir / Belarus, Mir, 01.08.2005–09.08.2005.

   2004
197. Belov, Alexei; Makar–Limanov, Leonid; Yu, Jie-Tai, “On a generalized cancellation problem”, Journal of Algebra, 281 (2004), 161–166  crossref  mathscinet (cited: 2)  zmath  isi (cited: 1)  elib (cited: 3)  scopus (cited: 3)
198. A. Ya. Belov, “The Gel'fand–Kirillov dimension of relatively free associative algebras”, Sb. Math., 195:12 (2004), 1703–1726  mathnet  crossref  crossref  mathscinet  zmath  isi (cited: 5)  elib (cited: 7)  scopus (cited: 6)
199. Dyskin, A.V., E. Pasternak, H.C. Khor, Y. Estrin and A.J. Kanel–Belov, “Mortar–free construction based on topological interlocking”, Developments in Mechanics of Structures and Materials (Perth), eds. Deeks, A. and Hao, H., Taylor and Francis Group, London, 2004, 665–670 http://books.google.ru/books?id=vgprkYFib4AC...
200. Alexei Belov, “Polynomial endomorphisms and the generalized cancellation conjecture”, The Ninth Amitsur Memorial Symposium (Einstein Institute of Mathematics of the Hebrew University, June 23rd and 24th (Tamuz 4th and 5th), 2004), HUJI, Jerusalaem, 2004, 5 http://www.ma.huji.ac.il/amitsur/amitsur04.html
201. Alexei Belov, “Equivalence between Dixmier and Jacobian conjectures and Azumaya algebras”, ALGEBRA SEMINAR (Wednesday, April 21, 2004, 11:30), see also http://www2.math.technion.ac.il/~techm/20040714150020040714kan, The Weizmann Institute of Science, Algebraic Geometry and Representation Theory Seminar, Equivalence between Jacobian and Dixmier conjectures and Poisson brackets, Wednesday, July 14, 2004 at 15:00. http://www2.math.technion.ac.il/~techm/20060126103020060126kan Twisted Weil algebras, Morita Equivalence and Kontsevich conjecture, Thursday, January 26, 2006, 10:30, TECHNION DEPARTMENT OF MATHEMATICS, TECHNION, FACULTY OF MATHEMATICS, 2004. http://www2.math.technion.ac.il/~techm/20040421113020040421bel
202. Alexei Kanel-Belov, “Interlocking of convex polyhedra: towards a geometric theory of fragmented solids”, Mathematics Club (Tuesday, January 13, 2004, 12:10), Department of Mathematics , University of Haifa, 2004. http://www2.math.technion.ac.il/~techm/20040113121020040113kan
203. A. Ya. Belov, Mat. Pros., 8, MCCME, Moscow, 2004, 181–184  mathnet
204. I. A. Ivanov-Pogodaev, A. Ya. Belov-Kanel, Avtomaty i konechno-opredelennye polugruppy, http://www.turgor.ru/lktg/2004/avtom.ru/index.htm, 16-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, Moskva, 2004 , Rossiiskaya akademiya nauk, Natsionalnaya akademiya nauk Belarusi, Departament obrazovaniya goroda Moskvy, Upravlenie obrazovaniya Grodnenskogo oblispolkoma, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, Belarus, Mir / Belarus, Mir, 01.08.2004–09.08.2004. Matem. Obrazovanie, # 3(30), iyul–sentyabr 2004 g., str. 83–93, http://matob.ru/files/nomer30.pdf

   2003
205. Belov A.J., Ivanov I.A., “Construction of semigroups with some exotic properties.”, Comm. in Algebra, 31:2 (2003), 673–696  crossref  mathscinet (cited: 2)  zmath  isi (cited: 3)  elib  scopus (cited: 1)
206. A. Ya. Belov, “The Gel'fand–Kirillov dimension of relatively free prime algebras of arbitrary signature”, Russian Math. Surveys, 58:4 (2003), 777–779  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi  scopus
207. A. Ya. Belov, “No associative $PI$-algebra coincides with its commutant”, Siberian Math. J., 44:6 (2003), 969–980  mathnet  crossref  mathscinet  zmath  isi (cited: 6)  elib (cited: 9)  scopus (cited: 4)
208. Estrin, Y., A.V. Dyskin, E.Pasternak, H.C. Khor & A.J. Kanel–Belov, “Topological interlocking of protective tiles for Space Shuttle.”, Phil. Mag. Letters, 83 (2003), 351–355  crossref  adsnasa  isi (cited: 16)  elib (cited: 16)  scopus (cited: 19)
209. Estrin, Y., A.V. Dyskin, E Pasternak, S. Schaare, S. Stanchits & A.J.Kanel–Belov, “Negative stiffness of a layer with topologically interlocked elements.”, Scripta Materialia, 50:2 (2003), 291–294  crossref  isi (cited: 25)  elib (cited: 29)  scopus (cited: 39)
210. Dyskin, A.V., Y.Estrin, A.J.Kanel–Belov & E.Pasternak, “Interlocking properties of buckyballs.”, Physics Letters A, 319 (2003), 373–378  crossref  adsnasa  isi (cited: 10)  elib (cited: 10)  scopus (cited: 10)
211. Dyskin A. V., Y. Estrin, A. J. Kanel–Belov , E. Pasternak, “A new principle in design of composite materials: reinforcement by interlocked elements.”, Composites Science $&$ Technology, 63:3–4 (2003), 483–491  crossref  isi (cited: 31)  elib (cited: 36)  scopus (cited: 37)
212. Dyskin, A. V, Y. Estrin, E. Pasternak, H. C. Khor $&$ A. J. Kanel-Belov, “Fracture resistant structures based on topological interlocking with non-planar contacts”, Advanced Engineering Materials,, 5:3 (2003), 116–119.  crossref  isi (cited: 35)  elib (cited: 27)  scopus (cited: 39)
213. Dyskin, A.V. , Estrin, Y., Pasternak, E., Khor, H.C., Kanel-Belov, A.J., “Topological Interlocking in Construction of Martian Settlements”, Proceedings of the 3rd Australian Mars Exploration Conference (AUGUST 22nd – 24th, 2003 Trinity College, East Perth, Australia), Mars Society Australia, 2003. http://old.marssociety.org.au/amec2003/proceedings/09-Arkady_Dyskin.htm#Abstract
214. Alexei Kanel-Belov, “Specht type problems and related questions”, The Amitsur Algebra Seminar (January 16th, at 12:15, 2003), see also http://www2.math.technion.ac.il/~techm/20091210103020091210bel (Technion Algebra Seminar, The Specht problem in positive characteristic, Thursday, Dec. 10, 2009), HUJI, 2003. http://www2.math.technion.ac.il/~techm/20030116121520030116ken

   2002
215. A. Ya. Belov, V. V. Borisenko, V. N. Latyshev, “Monomialnye algebry”, Algebra – 4, Itogi nauki i tekhn. Ser. Sovrem. mat. i ee pril. Temat. obz., 26, VINITI, M., 2002, 35–214  mathnet (cited: 11)  mathscinet (cited: 36)  zmath; A. Ya. Belov, V. V. Borisenko, V. N. Latyshev, “Monomial algebras”, J. Math. Sci. (New York), 87:3 (1997), 3463–3575  crossref  mathscinet  zmath  scopus (cited: 32)
216. Belov Aleksei Yakovlevich, Algebry s polinomialnymi tozhdestvami: predstavleniya i kombinatornye metody, Diss. na soisk. uch. step. d.f.m.n., nauchn. kons. V. N. Latyshev, A. V. Mikhalev., MGU, Moskva, 2002 , 384 pp. http://istina.msu.ru/dissertations/4687125/  elib (cited: 4)
217. Dyskin, A.V., Estrin, Y., Kanel-Belov, A. J. and Pasternak, E., “Topological interlocking of platonic solids: A way to new materials and structures.”, Phil. Mag. Letters, 83:3 (2002), 197–203  crossref  adsnasa  isi (cited: 40)  elib (cited: 36)  scopus (cited: 45)
218. Dyskin, A. V., Estrin, Y., Kanel–Belov, A. J. and Pasternak E., “A new class of composite materials based on topological interlocking.”, Applied mechanics. Progress and application. (ACAM The Third Australasian Congress on Applied Mechanics Sydney, February 20–22, 2002.), eds. Zhang, L., Tong, L. and Gal, J.,, World Scientific, Singapore, New Jersey, London, Hong Kong, 2002, 485–490  crossref
219. Khor C., Dyskin A. V., Pasternak E., Estrin Y. and Kanel–Belov A. J., “Integrity and fracture of plate–like assemblies of topologically interlocked elements.”, ISBN 9058095134, Structural Integrity and Fracture. (SIF 2002), Structural Integrity and Fracture, A A Balkema Publishers, Swets $&$ Zeitlinger, Lisse, 2002, 449–456
220. Dyskin, A.V., Estrin, Y., Pasternak, E., Khor, H.C., Kanel–Belov, A.J., “Neue architektonische M¡glichkeiten für Leichtbaustrukturen”, Kongress Intelligente Leichtbau Systeme 2002 (Hannover, November 13–14), Paper No. 11, Neue Materialien Niedersachsen, 2002, 1–8
221. Estrin Y., A. V. Dyskin, A. J. Kanel-Belov $&$ E. Pasternak, “Materials with novel architectonics: Assemblies of interlocked elements.”, IUTAM Symposium on Analytical and Computational Fracture Mechanics of Non-homogeneous Materials. (Cardiff, UK, June 18–22, 2001,), eds. Karihaloo, B., Kluwer Academic Press, 2002, 51–56  crossref  isi (cited: 6)
222. Alexei Kanel-Belov, “Specht type problems and related questions”, International Conference on Modern Algebra in conjunction with the 17th annual Shanks Lectures, A Conference honoring the 60th Birthday of Ralph McKenzie (Vanderbilt University, Nashville, Tennessee, USA, May 21–24, 2002), http://www.math.vanderbilt.edu/meetings/algcon02/, Vanderbilt University, 2002, 6–7 http://at.yorku.ca/c/a/i/g/18.htm
223. A. J. Kanel-Belov, “Exponential diophantine equations over a field of positive characteristic and Taylor series of algebraic functions”, Mathematics Colloquium (Bar-Ilan University, Sunday, 29 December 2002 12:00 pm), BIU, 2002. http://www2.math.technion.ac.il/~techm/20021229120020021229dio
224. A. Ya. Belov, “The international math olympiad “Tuimaada-2001””, Math. Ed., 2002, no. 1(20), 53–63  mathnet
225. Alexei Kanel-Belov, “Constructing of finitelly presented semigroups with some exotic properties”, International Conference on Modern Algebra in conjunction with the 17th annual Shanks Lectures, A Conference honoring the 60th Birthday of Ralph McKenzie (Vanderbilt University, Nashville, Tennessee, USA, May 21–24), Vanderbilt University, 2002, 19–20 http://at.yorku.ca/c/a/i/g/27.htm
226. A. Ya. Kanel-Belov i I. A. Ivanov, Samozaklinivayuschiesya struktury, http://www.turgor.ru/lktg/2002/problem4.ru/index.php, 14-ya Letnyaya konferentsiya Mezhdunarodnogo matematicheskogo Turnira gorodov, Moskva, 2002 , Rossiiskaya akademiya nauk, Moskovskii komitet obrazovaniya, Moskovskii tsentr nepreryvnogo matematicheskogo obrazovaniya, Zhurnal “Kvant”, NOU “Uralskii regionalnyi eksperimentalnyi uchebno-nauchnyi kompleks”, Beloretsk, 31.07.2002 – 09.08.2002.
227. Alexei J. Belov , Louis H. Rowen, “$PI$-Algebras”: Mikhalev, Aleksandr Vasilevich, Pilz, Gunter,Mikhalev, Aleksandr, The Concise Handbook of Algebra, Kluwer Academic Pub, 2002, 284–288 , 618 p.  mathscinet (cited: 20)  zmath

   2001
228. Dyskin A. V, Y. Estrin, A. J. Kanel-Belov, E. Pasternak, “Toughening by fragmentation – How topology helps”, Advanced Engineering Materials,, 3:11 (2001), 885–888  crossref  isi (cited: 37)  elib (cited: 35)  scopus (cited: 40)
229. Dyskin A. V., Y. Estrin, A. J. Kanel-Belov, E. Pasternak, “A new concept in design of materials and structures: Assemblies of interlocked tetrahedron-shaped elements.”, Scripta Materialia, 2001, no. 44, 2689–2694  crossref  isi (cited: 43)  elib (cited: 43)  scopus (cited: 48)
230. Estrin J., Dyskin A., Kanel–Belov A., Pasternak E., “Zusammengesetzte Schichtstrukturen mit topologischer Verzahnung von ‘`Bausteinen’ - ein neues Konzept im Werkstoffdesign”, VDI-BERICHTE NR. 1595 (Hanover), H, 2001, 187–198  elib  scopus (cited: 1)
231. Dyskin A. V., Y. Estrin, A. J. Kanel–Belov $&$ E. Pasternak, “A new principle in design of composite materials: reinforcement by interlocked elements”, Abstracts, International Conference on Materials for Advanced Technologies, (1–6 July, Singapore), K16-06, ICMAT 2001, 2001, 325
232. Belov A.Ya, “Spect type problems and related questions”, Abstracts of the International Conference of Mathematics (28 avgusta – 2 sentyabrya 2001, Ulaanbaatar, Mongoliya), eds. A.Mekei, The Ministry of Science and Technology, Education and Culture of Mongolia, Mongolian National University, Institute of mathematics, School of Mathematics and Computer Science, 2001, 1–2 (to appear) https://www.math.uni-bielefeld.de/~fdlist/fdlist-meeting-tmp4.html
233. M. V. Alekhnovich, A. Ya. Belov, “The complexity of algorithms of constructions by compass and straightedge”, Fundam. Prikl. Mat., 7:2 (2001), 597–614  mathnet  mathscinet  zmath
234. A. Ya. Kanel', “History of one Olympiad problem”, Math. Education, Mat. Pros., 5, MCCME, Moscow, 2001, 207–208 http://olympiads.mccme.ru/mmo/2000/mmo2000.htm  mathnet
235. A. Ya. Belov-Kanel, M. L. Gerver, Pryamye na kletchatoi bumage i sverkhslova. Lines on grid paper and superwords, http://www.turgor.ru/lktg/2001/index.php, 13 Letnyaya konferentsiya Mezhdunarodnogo matematicheskogo Turnira Gorodov, Moskva, 2001 , 19, in English 21 pp., Konferentsiya prokhodila s 1 po 8 avgusta 2001 g. v gorode Subotitsa (Yugoslaviya)
236. Kanel, A.; Kovaldzhi, A., “Taking on triangles: in search of answers between the lines”, Quantum, 11:4 (2001), 10–16  mathscinet

   2000
237. A. Ya. Belov, A. A. Chilikov, “Exponential Diophantine equations in rings of positive characteristic”, Fundam. Prikl. Mat., 6:3 (2000), 649–668  mathnet  mathscinet  zmath
238. A. Ya. Belov, “Counterexamples to the Specht problem”, Sb. Math., 191:3 (2000), 329–340  mathnet  crossref  crossref  mathscinet  zmath  isi (cited: 17)  scopus (cited: 21)
239. A.J. Kanel-Belov, “Random Mozaics on the Plane and Kinetic Equations”, Special Seminar (Department of Mathematics, Israel Institute of Technology, 1 June 2000), Technion, 2000. http://www2.math.technion.ac.il/~techm/20000601163020000601kan
240. Alexei Belov, “Specht Problem and Noncommutative Algebraic Geometry”, Department of Mathematics and Computer Science, Mathematics Colloquium (Sunday, May 21 at 12:00), see also http://www2.math.technion.ac.il/~techm/20000521120020000521bel, Bar-Ilan Univerity, 2000. http://www2.math.technion.ac.il/~techm/20040113161020040113bel
241. A. Belov (Kanel), A. Egorov, S. Dorichenko, Drobnye chasti stepenei, http://www.turgor.ru/lktg/2000/index.php, 12-ya Letnyaya konferentsiya Mezhdunarodnogo matematicheskogo Turnira gorodov, Moskva, 2000 , Matem. Obrazovanie, # 2(13), aprel–iyun 2000 g., Usloviya zadach 12-i letnei Konferentsii Turnira Gorodov, str. 46–50,http://matob.ru/files/mo_2000_3(14).pdf
242. A. Ya. Belov, “Chelovecheskoe myshlenie i olimpiadnye zadachi.”, Vserossiiskaya konferentsiya «Matematika i obschestvo. Matematicheskoe obrazovanie na rubezhe vekov, 2000, Dubna, sentyabr 2000, 73–74 , Moskva, Izdatelstvo MTsNMO, 2000 http://www.mccme.ru/conf2000/RCME-tezisy.pdf#page=73

   1999
243. A. Ya. Belov, “On non-Spechtian varieties”, Fundam. Prikl. Mat., 5:1 (1999), 47–66  mathnet  mathscinet  zmath
244. Chernyatev A. L., Belov A. Ya, “Opisanie posledovatelnostei Shturma iz $n$ simvolov.”, Matematicheskie metody i prilozheniya. Trudy shestykh matematicheskikh chtenii MGSU., MGSU, Moskva, 1999, 122–128  mathscinet (cited: 1)
245. A. Ya. Belov, I. A. Ivanov, “Postroenie konechno-opredelennykh polugrupp, udovletvoryayuschikh nekotorym svoistvam”, $II$ mezhdunarodnaya konferentsiya “Polugruppy: teoriya i prilozheniya” v chest prof. E. S. Lyapina (Sankt-Peterburg, 2–9 iyulya 1999 goda), Rossiiskii Gos. Gidrometeorolog. Univers., RGPI im. Gertsena, Uralskii Gos. Universitet, TPO “Severnyi Ochag”, eds. S. I. Kublanovskii, I. S. Ponizovskii, TPO “Severnyi Ochag”, Sankt-Peterburg, 1999, 69 https://istina.msu.ru/publications/article/19105844/
246. A. J. Belov, “Solution of one Maltzev problem”, $II$ mezhdunarodnaya konferentsiya “Polugruppy: teoriya i prilozheniya” v chest prof. E. S. Lyapina (Sankt-Peterburg, 2–9 iyulya 1999 goda), Rossiiskii Gos. Gidrometeorolog. Univers., RGPI im. Gertsena, Uralskii Gos. Universitet, TPO “Severnyi Ochag”, eds. S. I. Kublanovskii, I. S. Ponizovskii, TPO “Severnyi Ochag”, Sankt-Peterburg, 1999, 9 https://istina.msu.ru/publications/article/19105847/
247. Belov A., Tikhomirov V., “Slozhnost algoritmov”, Kvant, 1999, no. 2, 8–11 http://kvant.mccme.ru/pdf/1999/02/kv0299belov.pdf
248. v kn. N. B. Vasilev, 62 Moskovskaya Matematicheskaya olimpiada. Podgotovitelnyi sbornik. ch. $II$, Belov A. Ya. "Izbrannye zadachi Moskovskikh matematicheskikh olimpiad 80-kh—90-kh godov.", eds. V. M. Tikhomirov, MTsNMO, Moskva, 1999 , 30–45 pp.
249. I. A. Ivanov-Pogodaev, A. Ya. Kanel-Belov, S. I. Kublanovskii, A. S. Malistov, “Zadacha o razboinikakh”, Matematicheskoe Obrazovanie, 2–3, Aprel–Sentyabr:9–10 (1999), 136–138 http://matob.ru/files/mo_1999_2-3(9-10).pdf

   1998
250. Belov A. Ya., “Ob otnositelno svobodnykh i kriticheskikh koltsakh.”, Kombinatornye i vychislitelnye metody v matematike., Tezisy dokladov mezhdunarodnoi konferentsii (28–31 avgusta 1998, Omsk), OGU, Omsk, 1998, 27–28 https://istina.msu.ru/publications/article/19105854/
251. Belov A. Ya., “Lokalnaya predstavimost otnositelno svobodnykh assotsiativnykh algebr.”, Tretii sibirskii kongress po prikladnoi i industrialnoi matematike (INPRIM-98) posvyaschennyi pamyati S. L. Soboleva. Tezisy dokladov, 5, IMSORAN, Novosibirsk, 1998, 4–5 https://istina.msu.ru/publications/article/19106866/
252. Belov A. Ya., “Lokalnaya predstavimost otnositelno svobodnykh assotsiativnykh algebr”, Kurosh Algebraic Conference-98. Abstracts of talks, eds. Y. A. Bachturin, A. I. Kostrikin, A. Yu. Olshansky, MGU, Moskva, 1998, 143–144
253. Belov A. Ya., Chilikov A. A., “Razreshimost eksponentsialno-diofantovykh uravnenii v koltsakh polozhitelnoi kharakteristiki”, Kurosh Algebraic Conference-98. Abstracts of talks, eds. Y. A. Bachturin, A. I. Kostrikin, A. Yu. Olshansky, MGU, Moskva, 1998, 144–145
254. Belov(Kanel) A. Ya., Bufetov A. I., Ivanov I. A., Malistov A. S., “Klyaksy i shablony.”, http://www.turgor.ru/lktg/1997/index.php, v kn.: Devyataya Letnyaya konferentsiya turnira gorodov., 1998, M.:MTsNMO, 46–49, 114–132 , Matem.Obrazovanie, # 2, iyul–sentyabr 1997 g., str.125–127 http://www.turgor.ru/lktg/1997/index.php (http://matob.ru/files/mo_1997_2.pdf)
255. A. Ya. Belov, S. V. Markelov, Razbieniya na ravnye chasti, http://www.turgor.ru/problems/zktg/, ITs TG, Moskva, 1998 , 3 pp., Matem. Obrazovanie, # 3–4 (6–7), iyul– dekabr 1998 g. Zadachi zaochnogo konkursa Turnira Gorodov. str. 146–150, http://matob.ru/files/mo_1998_3-4(6-7).pdf

   1997
256. A. Bufetov, A. Ya. Kanel', “The new elementary solution of the Waring problem”, Fundam. Prikl. Mat., 3:4 (1997), 1239–1252  mathnet  mathscinet  zmath
257. A. Ya. Belov, “On the rationality of Hilbert series of relatively free algebras”, Russian Math. Surveys, 52:2 (1997), 394–395  mathnet  crossref  crossref  mathscinet  zmath  adsnasa  isi (cited: 9)  scopus (cited: 8)
258. Belov A. Ya., Chilikov A. A., “Ob algoritmicheskoi razreshimosti eksponentsialno-diofantovykh uravnenii v koltsakh polozhitelnoi kharakteristiki”, Matematicheskie metody i prilozheniya. Trudy chetvertykh matematicheskikh chtenii MGSU, MGSU, Moskva, 1997, 78–84
259. Belov A. Ya., “Ob organizatsii uchebno-issledovatelskoi raboty v oblasti matematiki”, Vneshkolnik, 7–8 (1997), 26–27 https://istina.msu.ru/publications/article/19195141/
260. Belov A. Ya., Bugaenko V. O., “Vneshnii bilyard vokrug mnogougolnika.”, kn.: Vosmaya Letnyaya konferentsiya turnira gorodov., 1997, M.:MTsNMO, 24–28. http://www.turgor.ru/lktg/1996/index.php (sm. takzhe A. Ya. Belov, M. I. Leenson, “O vneshnem billiarde vokrug mnogougolnika”, Poisk — 93, materialy konferentsii, fizika, matematika, astronomiya, ekologiya, 1993, Moskva, DNTTM, str. 30–31)

   1996
261. Alekhnovich M. V., Belov A. Ya., “Slozhnost algoritmov pri postroenii tsirkulem i lineikoi”, Matematicheskie metody i prilozheniya, 1996, Trudy tretikh matematicheskikh chtenii MGSU. 24–29 yanvarya 1996, 102–105 , Izd-vo “Soyuz” MGSU https://istina.msu.ru/publications/article/19195164/
262. Belov A.Ya., Leenson M., “O fraktalnykh geomorfologicheskikh strukturakh”, Materialy konferentsii “Poisk” – “94–94”, 1996, Moskovskii Gorodskoi Dvorets Tvorchestva detei i yunoshestva, Dom Nauchno Tekhnicheskogo Tvorchestva Molodezhi, 101–103 https://istina.msu.ru/publications/article/74258940/

   1995
263. Belov, A., “About height theorem.”, Comm. in Algebra, 23:9 (1995), 3551–3553  crossref  mathscinet (cited: 2)  zmath  isi (cited: 2)  scopus (cited: 2)
264. A. Ya. Belov, “Classification of weakly Noetherian monomial algebras”, Fundam. Prikl. Mat., 1:4 (1995), 1085–1089  mathnet  mathscinet  zmath
265. A. Ya. Belov, “The Nagata–Higman theorem for semirings”, Fundam. Prikl. Mat., 1:2 (1995), 523–527  mathnet  mathscinet  zmath
266. A. Ya. Belov, G. V. Kondakov, “Inverse problems of symbolic dimamics”, Fundam. Prikl. Mat., 1:1 (1995), 71–79  mathnet  mathscinet  zmath  elib
267. Belov A. Ya., Pavlova V. V., “Ob ob'ëme bloka v skalnom massive s treschinami”, Doklady RAN, 42:4 (1995), 534–536 , Engl.Transl.: Belov A.Ya., Pavlova V.V., Distribution of block volumes in joint rock bodies; Dokl. Earth. Schien. , vol 345 A, No 9, 1996, 137–140, Pleiades Publishing, Ltd., ISSN: 1028-334X.  isi  elib  scopus
268. A. Kanel-Belov, A. Kovaldzhi., Moskovskie matematicheskie olimpiady 60 let spustya., Prilozhenie k zhurnalu “Kvant”, 6, eds. Yu. S. Ilyashenko i V. M. Tikhomirov, Moskva : Byuro Kvantum, 1995 , 127 pp.
269. Kanel-Belov A. Ya., Mamkhegov A. B, “Kompleksnye i giperbolicheskie chisla (zadaniya dlya issledovaniya uchaschimisya)”, Materialy konferentsii shkolnikov po matematike, 1995, Sost. Danchina T. V., Dorokhina L. A., rets. V. A. Eleev, Ministerstvo narodnogo obrazovaniya KBR, Kabardino-Balkarskii institut povysheniya kvalifikatsii, g.Nalchik, shkola-gimnaziya No 1, g. Nalchik., 31–35 , ISBN - 5-7127-0339-4 https://istina.msu.ru/publications/article/19195205/
270. A. V. Adzhans, A. Ya. Belov, G. V. Kondakov, “Zadacha o robotakh v labirinte.”, 6-ya letnyaya konferentsiya Mezhdunarodnogo Matematicheskogo Turnira Gorodov, 1995, Zaochnyi konkurs Mezhdunarodnogo Turnira Gorodov, 95–97 http://olympiads.mccme.ru/lktg/1994/95-102.htm

   1994
271. Belov A., Gateva T., “Radicals of monomial algebras.”, First International Tainan–Moscow Algebra Workshop. (Taiwan, Republic of China, July 23– August 22, 1994), W de Greyer, Berlin, Proc. of the First Int. Conference held at National Cheng Kung University, Tainan., 1994, 159–169  mathscinet (cited: 5)  zmath  isi (cited: 2)
272. Belov A. Ya., Kovaldzhi A. K., Vasilev N. B., Podgotovitelnye zadachi k 57 Moskovskoi matematicheskoi olimpiade 1994 goda dlya 8–11 klassov, Departament obrazovaniya Moskvy, MGU im. M.V.Lomonosova, Moskovskoe Matematicheskoe Obschestvo, Treade Publishes, Moskva, 1994 , 80 pp.
273. Belov A. Ya., Vyalyi M. V., “Mnogochleny i delimost.”, v kn.: Shestaya Letnyaya konferentsiya Turnira Gorodov., 1994, M.:ITsTG, Rossiiskaya akademiya nauk, Zhurnal “Kvant”, NOU “Uralskii regionalnyi eksperimentalnyi uchebno-nauchnyi kompleks”, Beloretskaya kompyuternaya shkola, 6-ya letnyaya konferentsiya mezhdunarodnogo matematicheskogo Turnira gorodov, Beloretsk, 01.08.1994–09.08.1994., 25–26, 66–74 http://olympiads.mccme.ru/lktg/1994/

   1993
274. A. Ya. Belov, S. V. Okhitin, “On a combinatorial problem”, Russian Math. Surveys, 48:2 (1993), 170  mathnet  crossref  mathscinet  zmath  adsnasa  isi  scopus
275. Sharygin I. F., Buzinier M. A., Gordin R. K., Trifonov S. I., Karpelevich M. F., Belov A. Ya., “Informatsionno-poiskovaya sistema po uchebnym zadacham.”, Matematika v shkole, 1993, no. 5, 14–16
276. Belov A. Ya., Loktev S., “Slova i khaos.”, v kn.: Chetvertaya Letnyaya konferentsiya Turnira Gorodov., 1993, M.: ITsTG, 14–17 http://www.turgor.ru/lktg/1992/index.php (4-ya letnyaya konferentsiya Mezhdunarodnogo Matematicheskogo Turnira Gorodov, 4-th Summer Conference, g.Miass (Chelyabinskaya oblast), 01.08.1992–08.08.1992.)
277. S. Loktev, A. Belov, “Chast 2. Ekvivalentnost i periodichnost”, Inf. Tsentr Turnira Gorodov, 1993, Chetvertaya Letnyaya konferentsiya Turnira Gorodov., 1993, M.: ITsTG, 62–67 , 4-ya letnyaya konferentsiya Mezhdunarodnogo Matematicheskogo Turnira Gorodov, 4-th Summer Conference, g.Miass (Chelyabinskaya oblast), 01.08.1992–08.08.1992. http://www.turgor.ru/lktg/1992/index.php (sm. takzhe: Poisk — 93, materialy konferentsii: fizika, matematika, astronomiya, ekologiya, Moskva, DNTTM, str. 32–39.)

   1992
278. Belov, A., “Some estimations for nilpotence of nil-algebras over field of an arbitrary characteristics and height theorem”, Comm. in Algebra, 20:10 (1992), 2919–2922  crossref  mathscinet (cited: 7)  zmath  isi (cited: 7)  scopus (cited: 6)
279. A. Ya. Belov, “On a problem of combinatorial geometry”, Russian Math. Surveys, 47:3 (1992), 167–168 http://www.zentralblatt-math.org/zmath/en/search/?q=an:0920.51010&format=complete  mathnet  crossref  mathscinet  zmath  adsnasa  isi  scopus
280. Kanel A., Kovaldzhi A., “Treugolniki i katastrofy”, Kvant, 11 (1992), 42–50 http://kvant.mccme.ru/1992/11/treugolniki_i_katastrofy.htm
281. Belov A. Ya., Kellin N. S., Kakim byt strogomu dokazatelstvu?, Preprint Instituta prikladnoi matematiki im. M.V.Keldysha, No 6., IPM, Moskva, 1992 , 37 pp.
282. A. Ya. Belov, Sbornik zadach-monstrov po matematike, DNTTM, Moskva, 1992 , 17 pp., Olimpiadnye Monstry, 2003

   1991
283. Belov A. Ya., Ctatisticheskaya geometriya i ravnovesie blochnykh massivov., Diss. na soisk. uch.st. kand.fiz.mat.nauk, n.ruk. R.L.Salganik, MGI, Moskva., 1991 , 190 pp.  elib
284. Belov A. Ya., Otsenka raspredeleniya treschin po razmeram i orientatsiyam po dannym o sledakh treschin., Dep. v VINITI. №275-B91, VINITI, Moskva, 1991 , 32 pp.
285. Belov A. Ya., Geometricheskie svoistva blochnykh sred, Dep. v VINITI. №272-B91, VINITI, Moskva, 1991 , 30 pp.
286. Belov A. Ya., O sluchainykh razbieniyakh., Dep. v VINITI. №273-B91, VINITI, Moskva, 1991 , 26 pp.
287. Belov A. Ya., Otsenka otnositelnogo chisla opasnykh blokov, Dep. v VINITI. №274-B91, VINITI, Moskva, 1991 , 25 pp.

   1990
288. Belov A. Ya., “O ratsionalnosti ryada Gilberta svobodnykh algebr v mnogoobraziyakh slozhnosti $1$”, $VI$ Vsesoyuzn. shkola po teorii mnogoobr. algebraicheskikh sistem. (Magnitogorsk, 25–30 iyunya 1990), MGPI, Magnitogorsk, 1990, 7–8 https://istina.msu.ru/publications/article/19107318/
289. A. Ya. Belov, “O konechno–opredelennykh polugruppakh s netseloi razmernostyu Gelfanda - Kirillova”, $VI$ simpoz. po teorii kolets, algebr i modulei. Tezisy. (Lvov, 11–13 sent. 1990), Lvovsk.gos. univer., Lvov, 1990, 19 https://istina.msu.ru/publications/article/19107323/
290. Belov A., Sapir M., ““I vozvraschaetsya veter...”, ili periodichnost v matemaike”, Kvant, 4 (1990), 6–10, 56. http://kvant.mccme.ru/1990/04/i_vozvrashchaetsya_veter_ili_p.htm
291. Deryagin D. V., Kanel A. Ya., Kovaldzhi A. K., Kondakov G. V., Rubanov I. S., Finashin S. M., Fomin D. V., Shapiro A. A., Yatsenko A. D, “Matematicheskii boi dvukh komand: Pravila, kommentarii, opyt provedeniya”, Matematika v shkole, 1990, no. 4, 20–25
292. Belov A. Ya., Karaulov V. M., “O prepodavanii affinnykh i proektivnykh preobrazovanii odarennym shkolnikam”, Nauchno—metodicheskaya konferentsiya prepodavatelei matematicheskikh kafedr, posvyaschennaya 75-letiyu KGPI., 1990, Tezisy dokladov i soobschenii. (16–19 maya 1990 g.). — Kirov, 100 https://istina.msu.ru/publications/article/19195340/
293. Belov A. Ya., “O standartnykh rassuzhdeniyakh”, Nauchno-metodicheskaya konferentsiya prepodavatelei matematicheskikh kafedr, posvyaschennaya 75-letiyu KGPI, 1990, Tezisy dokladov i soobschenii. (16–19 maya 1990 g.). — Kirov, 196

   1989
294. Belov A. Ya., “Otsenka dlya vysoty i razmernosti Gelfanda—Kirillova assotsiativnykh $PI$-algebr”, Mezhdunarodnaya konf. po algebre pamyati A. I. Maltseva. Tez. dokl. po teorii kolets, algebr i modulei, IMSORAN, Novosibirsk,, 1989, 21 https://istina.msu.ru/publications/article/19107333/
295. Belov A. Ya., “Priemy myshleniya razlichnogo urovnya chetkosti na primerakh resheniya olimpiadnykh zadach”, Novye metody i sredstva obucheniya. Problemnye zadachi i ikh mesto v uchebnom protsesse., 1:9 (1989), 59–65 https://istina.msu.ru/publications/article/74512769/

   1988
296. A. Ya. Belov, “O bazise Shirshova otnositelno svobodnykh algebr slozhnosti $n$”, Matem. sb., 135(177):3 (1988), 373–384  mathnet (cited: 14)  mathscinet (cited: 7)  zmath; A. Ya. Belov, “On a Shirshov basis of relatively free algebras of complexity $n$”, Math. USSR-Sb., 63:2 (1989), 363–374  crossref  mathscinet  zmath  isi  scopus (cited: 1)
297. Belov A. Ya., “O zadachakh opredeleniya srednego ob'ema bloka i ikh kolichestva”, Problemy fizicheskikh protsessov v gornom dele, Moskva, MGI, 1988, 25–28 https://istina.msu.ru/publications/article/19107351/
298. Belov A. Ya., “Teorema o vysote dlya iordanovykh i lievykh $PI$-algebr”, 1–5 iyulya, Sib. shkola po mnogoobr. algebraicheskikh sistem., Altaiskii Gosudarstvennyi universitet, IM SORAN, AGU, 1988, 12–13 https://istina.msu.ru/publications/article/19107355/

   1987
299. Belov A. Ya., “Opredelenie vykhoda tarifnykh blokov pri razrabotke mestorozhdeniya oblitsovochnogo kamnya kamnereznymi mashinami.”, Fizicheskie protsessy gornogo proizvodstva., MGI, 1987, 21–24
300. Belov A. Ya., “Prognozirovanie kolichestva opasnykh blokov v blochnom massive s vyrabotkoi”, Vsesoyuzn. konf. "Kompleksnye issledovaniya fizicheskikh svoistv gornykh porod i protsessov (Moskva), Moskovskii Gornyi Institut, 1987, 29
301. Belov A.Ya., “Otsenka ustoichivosti treschinovatogo porodnogo massiva metodom Gudmana”, Vsesoyuznaya Shkola “Deformirovanie i razrushenie materialov s defektami i dinamicheskie yavleniya v gornykh porodakh i vyrabotkakh”, (Simferopol, SGU im. M.V.Frunze, Sentyabr), MGI, 1987, 26

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6. Гипотеза Якобиана, нестандартный анализ и антиквантование. Занятие 1
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XVII Summer School "Contemporary Mathematics", 2017
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7. Критерий обхода графа Кэли конечно-порождённой группы системой взаимодействующих конечных автоматов
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Seminar of the Department of Mathematical Logic "Algorithmic problems in algebra and logic"
October 18, 2016 18:30
8. Algorithmic problems of HDOLL-systems, combinatorics of words, and Vershik-Livshits-type theorems
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9. Значения многочленов от матриц
A. Ya. Kanel-Belov
Seminar of the Department of Algebra and of the Department of Algebraic Geometry (Shafarevich Seminar)
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10. Значения многочленов от матриц
A. Ya. Kanel-Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
September 14, 2016 18:30
11. Проблема Бернсайда и каноническая форма. Занятие 4
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2016
July 23, 2016 11:15   
12. Проблема Бернсайда и каноническая форма. Занятие 3
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2016
July 22, 2016 17:15   
13. Проблема Бернсайда и каноническая форма. Занятие 2
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2016
July 21, 2016 09:30   
14. Проблема Бернсайда и каноническая форма. Занятие 1
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2016
July 20, 2016 15:30   
15. Некоммутативная алгебраическая геометрия и проблема Шпехта
A. Ya. Kanel-Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
September 23, 2015
16. Трансцендентные числа. Занятие 4
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2015
July 27, 2015 12:45   
17. Трансцендентные числа. Занятие 3
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2015
July 26, 2015 09:30   
18. Трансцендентные числа. Занятие 2
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2015
July 25, 2015 11:15   
19. Трансцендентные числа. Занятие 1
A. Ya. Kanel-Belov
Summer School "Contemporary Mathematics", 2015
July 23, 2015 17:15   
20. О существовании бесконечных конечно определённых ниль-полугрупп (По совместной работе с И.А. Ивановым-Погодаевым)
A. Ya. Kanel-Belov
Seminar of the Department of Mathematical Logic "Algorithmic problems in algebra and logic"
April 14, 2015 18:30
21. Конечно-определенные ниль-полугруппы, иные объекты и непериодические мозаики
A. Ya. Belov, I. A. Ivanov-Pogodaev
Discrete and Computational Geometry
September 23, 2014 13:45
22. Проблема Якобиана и квантизация
A. Ya. Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
September 10, 2014 18:30
23. Фракталы Рози. Лекция 4
A. Ya. Belov, I. V. Mitrofanov
Summer School "Contemporary Mathematics", 2014
July 28, 2014 15:30   
24. Фракталы Рози. Лекция 3
A. Ya. Belov, I. V. Mitrofanov
Summer School "Contemporary Mathematics", 2014
July 25, 2014 09:30   
25. Cамозаклинивающиеся структуры
A. Ya. Belov
Summer School "Contemporary Mathematics", 2014
July 24, 2014 20:55   
26. Фракталы Рози. Лекция 2
A. Ya. Belov, I. V. Mitrofanov
Summer School "Contemporary Mathematics", 2014
July 22, 2014 17:00   
27. Фракталы Рози. Лекция 1
A. Ya. Belov, I. V. Mitrofanov
Summer School "Contemporary Mathematics", 2014
July 21, 2014 15:30   
28. Комбинаторика слов, квантовая теория малых сокращений и проблемы теории колец
A. Ya. Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
November 27, 2013 18:30
29. Оценка количества запретов необходимых для задания периодического слова
A. Ya. Kanel-Belov, Lavrov Peter
MIPT Interdepartmental Seminar on Discrete Mathematics
September 11, 2013 18:30
30. Комбинаторика слов и соотношения в кольцах. Лекция 4
A. Ya. Belov
Summer School "Contemporary Mathematics", 2013
July 29, 2013 15:30   
31. Комбинаторика слов и соотношения в кольцах. Лекция 3
A. Ya. Belov
Summer School "Contemporary Mathematics", 2013
July 28, 2013 17:00   
32. Комбинаторика слов и соотношения в кольцах. Лекция 2
A. Ya. Belov
Summer School "Contemporary Mathematics", 2013
July 26, 2013 09:30   
33. Комбинаторика слов и соотношения в кольцах. Лекция 1
A. Ya. Belov
Summer School "Contemporary Mathematics", 2013
July 23, 2013 17:00   
34. Finitely defined nil-halfgroups and aperiodic tilings
I. A. Ivanov-Pogodaev, A. Ya. Kanel-Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
October 17, 2012   
35. On combinatorics of words and symbolic dynamics
A. Ya. Kanel-Belov
MIPT Interdepartmental Seminar on Discrete Mathematics
September 5, 2012
36. Geometry and combinatorics of generating relations. Lecture 4
A. Ya. Belov
Summer School "Contemporary Mathematics", 2012
July 23, 2012 12:45   
37. Geometry and combinatorics of generating relations. Lecture 3
A. Ya. Belov
Summer School "Contemporary Mathematics", 2012
July 22, 2012 11:15   
38. Geometry and combinatorics of generating relations. Lecture 2
A. Ya. Belov
Summer School "Contemporary Mathematics", 2012
July 21, 2012 15:30   
39. Geometry and combinatorics of generating relations. Lecture 1
A. Ya. Belov
Summer School "Contemporary Mathematics", 2012
July 20, 2012 17:00   
40. On the Jacobian problem
A. Ya. Belov
Lie groups and invariant theory
October 5, 2011 16:45
41. Полиномиальные автоморфизмы, гипотеза о якобиане, гипотезы Диксимье и Концевича
A. Ya. Belov
A. Bondal Seminar
August 24, 2006

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