|
Local topological equivalence of systems of differential equations
L. É. Reiziņš
|
199–214 |
|
|
Investigation of the motions of a spherical pendulum in the presence of a switching rotating force
Yu. F. Shain
|
215–224 |
|
|
Certain systems with transformed argument in the case when the transformations of the argument depend on the time and on the solution
V. P. Skripnik
|
225–232 |
|
|
${\rm C}-{\rm N}$ investigation of systems close to homogeneous ones
Yu. V. Malyshev
|
233–237 |
|
|
A certain class of Poisson stable solutions of differential equations
B. A. Shcherbakov
|
238–243 |
|
|
On the theory of linear stochastic differential equations with non-Markov type solutions
Yu. L. Rabotnikov
|
244–251 |
|
|
On the question of the existence and uniqueness of the solution of boundary value problems for ordinary differential equations
I. N. Inozemceva
|
252–260 |
|
|
The unique solvability of de la Vallée Poussin's problem
V. V. Ostroumov
|
261–268 |
|
|
The preservation of the sign of the Green's function of a periodic boundary value problem for a second order difference equation
N. N. Yuberev
|
269–275 |
|
|
Infinite systems of linear differential equations
I. D. Shinderman
|
276–282 |
|
|
Singular points for three-dimensional systems of total differential equations in four-dimensional space
R. G. Dymanov
|
283–289 |
|
|
On the question of necessary and sufficient conditions for a minimum in variational problems
G. S. Rozenberg
|
290–297 |
|
|
A generalized Abel equation and fractional integration operators
S. G. Samko
|
298–314 |
|
|
Noether's theory for the generalized Abel integral equation
S. G. Samko
|
315–326 |
|
|
A Tauberian theorem
S. M. Dolganova
|
327–335 |
|
|
Integral equations with logarithmic kernel
F. V. Chumakov
|
336–346 |
|
|
On the smoothness of thermal potentials. V. Thermal potentials $U,\,V$ and $W$ on surfaces of type $Ë^{m+1,\alpha,\alpha/2}_{2m+1,1,(1+\alpha)/2}$ and $Ë^{m+1,1,(1+\alpha)/2}_{2m+3,\alpha,\alpha/2}$
L. I. Kamynin
|
347–365 |
|
|
Short Communications
|
|
|
The connection between boundedness and stability of solutions of linear systems with an infinite number of degrees of freedom
A. M. Zverkin
|
366–367 |
|
|
A certain inequality
V. N. Laptinskii
|
368–369 |
|
|
Sufficient conditions for the regularity and reducibility of systems close to periodic ones
I. I. Martynov
|
370–374 |
|
|
Theorems in the qualitative theory of partial difference equations
L. M. Kuks, A. A. Svirchevsky
|
375–378 |
Contact us: