Geodesic

Volume 17 (1981) no. 12

Sommaire

On the stability of central and general indices of a piecewise-constant system
p. 2115-2122
On the question of factorization of a linear boundary value problem
p. 2123-2135
A problem of optimal control of active moving objects
p. 2136-2143
Stability in the large of autonomous systems of two differential equations with two nonlinearities
p. 2144-2148
On the convergence of spectral decompositions corresponding to a nonnegative selfadjoint extension of the Sturm--Liouville operator for functions from the class $H_p^\alpha$
p. 2149-2159
On the optimal estimate of the interval of nonoscillation for linear differential equations with bounded coefficients
p. 2160-2175
On a method for finding admissible controls in a linear system with phase constraints
p. 2176-2184
Smoothness of the Bellman function in differential games with fixed time
p. 2185-2194
Lyapunov stable classes of dynamic systems of perturbed motions
p. 2195-2200
Criterion for the nonoscillation of solutions of a difference equation
p. 2201-2211
Singular integral equations with non-Carleman shift on an open contour
p. 2212-2223
On the solution in closed form of one-dimensional singular integral equations
p. 2224-2237
On a numerical solution of singular integral equations
p. 2238-2249
Uniform stability of finite-difference equations in the case of parametric perturbations
p. 2250-2264
Sufficient conditions for the solvability of two-point boundary value problems for a third-order differential equation
p. 2265-2268
Investigation of spectral characteristics of some Sturm--Liouville operators used in crystal theory
p. 2269-2270
On the asymptotic stability of the equilibrium state of a system of ordinary differential equations
p. 2271-2273
Submanifolds of codimension $1$ and the perturbation of homogeneous systems
p. 2274-2277
Investigation of a class of integral equations
p. 2278-2279
Behavior of solutions of functional-differential equations with a bounded perturbation
p. 2280-2282
On the sign of the Green function of a difference boundary value problem
p. 2283-2286