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International Conference "Analytic Theory of Differential and Difference Equations" dedicated to the memory of Andrey Bolibrukh
(January 28–February 3, 2021, online, Moscow)

Analytic theory of differential equations is one of the classical fields of mathematics having a rich history. Many of its directions besides their intrinsic interest and importance are quite remarkable for a significant number of fruitful applications in modern mathematics and mathematical physics. One can mention inverse monodromy problems, Painlevé analysis, integrability problems, differential Galois theory, isomonodromic deformations, summability of formal series solutions, theory of normal forms of local objects and others. For the last two hundred years, many famous mathematicians contributed to the analytic theory of differential equations and the area continues to be popular subject for research. A number of major achievements in the field, the most known of which is a negative solution of the 21st Hilbert problem for Fuchsian linear differential systems, belongs to the untimely passed in 2003 Andrey Bolibrukh, a prominent mathematician and a wonderful person.

Our conference is dedicated to the memory of Andrey Bolibrukh and timed to the seventieth anniversary of his birth.

The main scope of the conference is a review of recent developments in the analytic theory of differential and difference equations.

Financial support. The conference is supported by the Ministry of Science and Higher Education of the Russian Federation (the grant to the Steklov International Mathematical Center, agreement no. 075-15-2019-1614).

Below one can find the list of speakers.

Speakers
Bibilo Yulia, University of Toronto, Mississauga, Canada
Dragović Vladimir, University of Texas at Dallas, USA
Guzzetti Davide, SISSA, Trieste, Italy
Kossovskiy Ilya, Masaryk University, Brno, Czech Republic
Lastra Alberto, University of Alcalá, Spain
Loray Frank, Institut de Recherche Mathématique de Rennes, France
Mazzocco Marta, University of Birmingham, United Kingdom
Mironov Andrey, Sobolev Institute of Mathematics RAS, Novosibirsk, Russia
Mozo Jorge, University of Valladolid, Spain
Ohyama Yousuke, Tokushima University, Japan
 International Conference "Analytic Theory of Differential and Difference Equations" dedicated to the memory of Andrey Bolibrukh, online, Moscow, January 28–February 3, 2021 January 28, 2021 (Thu) 1. OpeningDmitrii TreschevJanuary 28, 2021 17:00, online, Moscow 2. Projective structures and neighborhoods of rational curvesFrank LorayJanuary 28, 2021 17:10, online, Moscow 3. On solvability of linear differential equations by quadraturesAskold KhovanskiiJanuary 28, 2021 18:30, online, Moscow 4. Darboux transformations for orthogonal differential systems and differential Galois theoryJacques-Arthur WeilJanuary 28, 2021 20:00, online, Moscow January 29, 2021 (Fri) 5. On commuting difference operatorsAndrey MironovJanuary 29, 2021 12:00, online, Moscow 6. $q$-Stokes phenomenon of basic hypergeometric equations and the Painlevé equationsYousuke OhyamaJanuary 29, 2021 13:30, online, Moscow 7. Nilpotent singularities of foliations of generalized Poincaré–Dulac typeJorge MozoJanuary 29, 2021 17:00, online, Moscow 8. Real-analytic coordinates for smooth strictly pseudoconvex CR structuresIlya KossovskiyJanuary 29, 2021 18:00, online, Moscow 9. Geometry of hyperbolic Cauchy–Riemann singularities and KAM-like theory for holomorphic involutionsLaurent StolovitchJanuary 29, 2021 19:30, online, Moscow January 30, 2021 (Sat) 10. Working together with Andrey BolibrukhArmen SergeevJanuary 30, 2021 17:00, online, Moscow 11. Memories of Andrey Bolibrukh’s time in StrasbourgClaude MitschiJanuary 30, 2021 17:00, online, Moscow 12. Few very personal memoirs about meetings with AndreiVladimir RoubtsovJanuary 30, 2021 17:00, online, Moscow 13. Andrey Bolibrukh: from a graduate student to academicianYulij IlyashenkoJanuary 30, 2021 17:00, online, Moscow 14. Andrey Bolibrukh and the (Miwa) theta divisorClaude SabbahJanuary 30, 2021 18:30, online, Moscow February 1, 2021 (Mon) 15. Quantum Painlevé monodromy manifolds and Sklyanin–Painlevé algebra, IMarta MazzoccoFebruary 1, 2021 17:00, online, Moscow 16. Quantum Painlevé monodromy manifolds and Sklyanin–Painlevé algebra, IIVladimir RoubtsovFebruary 1, 2021 18:30, online, Moscow 17. Application of Painlevé 3 equations to dynamical systems on 2-torus modeling Josephson junctionYulia BibiloFebruary 1, 2021 20:00, online, Moscow February 2, 2021 (Tue) 18. Isomonodromic Laplace transform with coalescing eigenvalues and confluence of Fuchsian singularitiesDavide GuzzettiFebruary 2, 2021 12:00, online, Moscow 19. Isomonodromic degenerations of irregular singularitiesClaude SabbahFebruary 2, 2021 13:30, online, Moscow 20. Algebro-geometric solutions to the $2\times2$ Schlesinger systemsVasilisa ShramchenkoFebruary 2, 2021 17:00, online, Moscow 21. Dynamics of extremal polynomials, isomonodromic and isoharmonic deformationsVladimir DragovićFebruary 2, 2021 18:30, online, Moscow February 3, 2021 (Wed) 22. On Gevrey asymptotics for linear singularly perturbed equations with linear fractional transformsAlberto LastraFebruary 3, 2021 17:00, online, Moscow 23. Right inverses for the asymptotic Borel map in ultraholomorphic classes on sectorsJavier SanzFebruary 3, 2021 18:00, online, Moscow 24. On the vanishing of coefficients of the powers of a theta functionChanggui ZhangFebruary 3, 2021 19:00, online, Moscow