|
Asymptotic behavior of exponential integrals in the complex domain
V. A. Vassiliev
|
1–12 |
|
|
Hamiltonian operators and algebraic structures related to them
I. M. Gel'fand, I. Ya. Dorfman
|
13–30 |
|
|
Refinement of the Petrovskii–Arnol'd inequality for curves of odd degree
V. I. Zvonilov
|
31–39 |
|
|
Gel'fand–Dikii Hamiltonian operator and the coadjoint representation of the volterra group
D. R. Lebedev, Yu. I. Manin
|
40–46 |
|
|
Homology of affine groups and classifying spaces for piecewise-linear bundles
C. Roger
|
47–52 |
|
|
Brief communications
|
|
|
Problem concerning a system of elements being a basis in its linear span
A. V. Abanin
|
53 |
|
|
Spectral properties of elliptic pseudodifferential operators on a closed curve
M. S. Agranovich
|
54–56 |
|
|
Uniqueness of the solution of the inverse problems in classes of entire functions
Yu. E. Anikonov
|
57–58 |
|
|
A formula for the number of vibration frequencies of a shell filled with fluid
A. G. Aslanyan
|
59–61 |
|
|
Universality of the differentiation operator in $L^2(0,\infty)$ and inequalities for the degrees of dissipative operators
Vu Quoc Phong
|
62–63 |
|
|
A problem of integral geometry in $\mathbb{RP}^n$, connected with the integration of differential forms
I. M. Gel'fand, S. G. Gindikin, M. I. Graev
|
64–66 |
|
|
Parabolic mappings of differentiable manifolds
I. M. Dektyarev
|
67–68 |
|
|
Spectrum of the generalized Hill operator
V. A. Dmitrushchenkov
|
69–70 |
|
|
A central extension of the group of volume-preserving diffeomorphisms, as inductive limit of groups of diffeomorphisms of coordinate neighborhoods
R. S. Ismagilov
|
71–72 |
|
|
The $K$-functor in the theory of extensions of $C^*$-algebras
G. G. Kasparov
|
73–74 |
|
|
Trace formulas for a spectral boundary problem
Yu. V. Kogan
|
75–76 |
|
|
Symmetric operators commuting with a family of unitary operators
A. N. Kochubei
|
77–78 |
|
|
Some propositions of the Fourier–Plancherel and Paley–Wiener type obtained by methods in the spectral theory of functions
M. G. Krein, A. A. Nudelman
|
79–80 |
|
|
Rational solutions of the duality equations for Yang–Mills fields
I. M. Krichever
|
81–82 |
|
|
Classification of von Neumann $J$-algebras
M. M. Mel'tser
|
83–84 |
|
|
Description of interpolation orbits
V. I. Ovchinnikov
|
85–86 |
|
|
Volterra operators with imaginary components in a given symmetrically normalized ideal
G. I. Russu
|
87–88 |
|
|
An inverse problem
R. P. Tarasov, N. Yu. Bakaev
|
89–90 |
|
|
Invariant differential operators on the line
B. L. Feigin, D. B. Fuchs
|
91–92 |
|
|
Expansion of a convolution of gaussian and poisson distributions of locally compact Abelian groups
G. M. Feldman, A. E. Fryntov
|
93–94 |
Contact us: