# Differential Equations | 2002(38) articles

- Exact Formulas for the General Solution of a Class of Standard Ordinary Linear Differential Equations : I
- Construction and Localization of Quasiinvariant Sets of Dynamical Systems
- A Minimal Polynomial for Finding the Switching Instants and the Support Vector of the Controllability Domain
- A Parametric Optimal Control Problem for a Descriptor System with an Algebraic Inequality Constraint
- The Convergence of the Solution of a Matrix Riccati Equation to the Maximal Stationary Solution in the Critical Case
- Reduction of Triangular Controlled Systems to Linear Systems Without Changing the Control
- The Most Preferred Equilibrium in Noncooperative Differential Games
- The Baire Class of Some Exponents of Families of Vector Bundle Automorphisms
- The Asymptotic Behavior of Eigenvalues of a Boundary Value Problem for a Second-Order Elliptic Operator-Differential Equation with a Discontinuous Coefficient
- Shape Differentiability of Solutions of Boundary Value Problems and Approximate Solutions
- The Stability of a Step-Like Contrast Structure in the Case of a Multiple Root of the Equation for the Transition Point
- An Application of the Contour Integral Method to a Mixed Problem of Dynamic Impact Theory
- The Goursat Problem for Second-Order Hyperbolic Systems with Nonsplitting Leading Parts
- On a Fourth-Order Partial Differential Equation with Three Independent Variables
- A Multidimensional Inverse Boundary Value Problem for a Linear Hyperbolic Equation in a Bounded Domain
- A Class of Extremal Problems for Partial Differential Equations
- Solution of a Gasdynamic Problem for an Equation of Mixed Type with Nonsmooth Degeneration Line
- Generalized Lagrangian Coordinates and the Uniqueness of the Solution of a Linear Transport Equation
- Oscillation Criteria for Second-Order Differential Equations of Neutral Type with Mixed Arguments
- A Nonlocal Boundary Value Problem for a Degenerate Elliptic Equation
- Solvability of the Third Nonlinear Two-Point Boundary Value Problem on the Plane
- Seminar on Problems of Nonlinear Dynamics and Control at Moscow State University1