Izvestiya Vysshikh Uchebnykh Zavedenii. Matematika
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1982, Number 9  


Solvability of a class of nonlinear operator equations
Yu. L. Gaponenko
3–7
Conditions for well-posedness of the Cauchy problem for a model equation
O. V. Zaitseva
8–11
Spectral properties of positive operator-valued functions
B. A. Ivanov
12–16
Compactness of the set of vector-results in hypergames
A. F. Kleptsyn
17–19
Investigation of the solution of a problem of wave propagation in a cylindrical shell of variable thickness
L. Yu. Kossovich
20–24
A method of difference linearization, absolutely optimal in exactness, for solution of some classes of operator equations
V. A. Kurchatov
25–35
A property of solutions of nonlinear equations of equilibrium near a singularity
S. A. Nazarov, A. S. Slutskij
36–39
Scalar field on a sphere
A. P. Norden, N. Kh. Kharisova
40–48
Choice of the regularization parameter for nonlinear equations with a monotone approximately specified operator
I. P. Ryazantseva
49–53
The Abel–Goncharov problem for entire functions
O. B. Skaskiv
54–57
Morse–Smale systems and homology theory
A. L. Fel'shtyn
58–66

Brief communications
Metrization criterion for regularity of languages representable in countable automata
F. M. Ablayev
67–69
A moving skew-orthogonal frame and one type of projective motion of Riemannian manifolds
A. V. Aminova
69–74
A boundary value problem with shift and conjugacy on a Riemann surface
I. A. Bikchantaev, S. G. Usmanova
74–77
Some properties of the fundamental matrix of a system of Volterra integro-differential equations
V. R. Vinokurov, Yu. N. Smolin
77–80
Some properties of the fundamental matrix of a system of Volterra integro-differential equations
N. G. Makeev
81–83
The principal series of representations of the group $SL(2A)$ over a finite local commutative principal ideal ring $A$
E. E. Petrov
83–86
Stochastic integrals with a parameter and generalization of Itô's formula for continuous semimartingales
E. I. Trofimov
86–88
Известия высших учебных заведений. Математика Russian Mathematics (Izvestiya VUZ. Matematika)
 
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