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2003, Volume 39, Number 1  


Ordinary Differential Equations
Control Synthesis for Linear Systems by Methods of Stability Theory of Motion
I. M. Anan'evskii
3–11
Solving Two-Person Nonzero-Sum Games with the Help of Differential Equations
A. S. Antipin
12–22
Dynamic Reconstruction of Unbounded Controls in a Parabolic Equation
E. V. Vasil'eva, V. I. Maksimov
23–29
The Neumann Problem for a Second-Order Singular System
Yu. A. Klokov
30–34
On-Off Intermittency in Relaxation Systems
A. Yu. Kolesov, N. Kh. Rozov
35–44
Asymptotic Properties of Solutions to Systems of Nonlinear Functional-Differential Equations
G. P. Pelyukh
45–49
Local Attainability for Linear Control Systems
S. N. Popova
50–56
Asymptotic Stability of a Dynamical System with a Watt Governor
M. M. Shumafov
57–62

Partial Differential Equations
Properties of Solutions of the Inverse Stefan Problem
N. L. Gol'dman
63–69
Construction of a Self-Adjoint Extension of the Schrödinger Operator with a Potential Concentrated on a Pencil of Planes: II
M. V. Korovina
70–77
Finite-Time Blow-Up of the Solution of the Cauchy Problem for the Pseudoparabolic Equation $Au_t=F(u)$
M. O. Korpusov
78–83
Generalized Solutions and Optimal Controls in Systems Describing the Dynamics of a Viscous Stratified Fluid
S. I. Lyashko, D. A. Nomirovskii
84–91
Operator Algebras on Manifolds with Isolated Singularities
V. E. Nazaikinskii, B. Yu. Sternin
92–104
The Frankl' Problem for a Hyperbolic-Parabolic Equation
A. V. Pskhu
105–112
A Continuous First-Order Regularization Method for Monotone Variational Inequalities in a Banach Space
I. P. Ryazantseva
113–117
On the Structure of a Variational Equation of Evolution Type with the Second $t$-Derivative
V. M. Savchin, S. A. Budochkina
118–124
Fundamental Solutions of the 2D Neumann Problem for the Laplace Equation
A. V. Setukha
125–132

Short Communications
Modal Control of a Linear Differential Equation with Incomplete Feedback
V. A. Zaitsev
133–135

Chronicle
Seminar on Problems of Nonlinear Dynamics and Control at Moscow State University
136–140
 
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