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Збірник праць Інституту математики Національної академії наук України. 2014, 11 (2)
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Transactions of Institute of Mathematics, the NAS of Ukraine
2014. Issue 11
(2)
Змiст
.
Anop A. V.
Elliptic boundary-value problems for systems of linear differential equations in spaces of generalized smoothness
.
Bruk V. M.
Generalized resolvents of linear relations generated by integral equations with operator measures
.
Horodetskyi V. V., Martyniuk O. V.
On solvability of two-point with respect time problem for evolution equation with the Ge'fond-Leontiev differentiation operator in spaces of S' type
.
Hrushka Ya. I.
Evolutional extensions and analogues of the operation of union for basic changeable sets.
.
Zinchenko T. N.
Elliptic systems in extended Sobolev scale on a closed manifold
.
Ivasyshen S. D., Pasichnyk H. S.
Fundamental solution of the Cauchy problem for one parabolic equation with increasing lowest coefficients
.
Ilkiv V. S., Strap N. I.
On solvability of non-local boundary value problem for differential-operator equation in refined Sobolev scale
.
Kyrychenko A. A., Samoilenko Yu. S., Tymoshkevych L. M.
Structure of a system of orthogonal projections connected with countable trees
.
Kodljuk T. I.
Green's matrices of one-dimensional boundary-value problems with a parameter in Sobolev spaces
.
Kuz A. M., Ptashnyk B. Y.
A problem with integral conditions for equations unsolved with respect to highest time derivative
.
Lebid V. O.
Spectral analysis of a star graph with infinite chains
.
Litovchenko V. A., Vasko O. B.
Cauchy problem for degenerate parabolic systems of Kolmogorov type in weighted Lebesgue spaces
.
Los V. M., Murach O. O.
A nonhomogeneous parabolic mixed problem and spaces of generalized smoothness
.
Mikhajlets V. A., Chekhanova G. A.
Some classes of Fredholm boundary-value problems on interval
.
Moliboga V. N.
On boundedness of solutions of Hill's equation with potential-distribution
.
Chepurukhina I. S.
On some classes of elliptic boundary-value problems in spaces of generalized smoothness
.
Shkapa V. V.
Estimates of the best M-term and orthogonal trigonometric approximations of functions of classes LΨ(β,ρ) in the uniform metrics
.
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