Перегляд за автором "Mel'nik, V.S."

Результати 1-7 з 7

Differential-operator inclusions in Banach spaces with W-pseudomonotone maps

Kasyanov, P.O.; Mel'nik, V.S. (Нелинейные граничные задачи, 2006)
Initial time value problem solutions for evolution inclusions with Sk type operators

Kasyanov, P.O.; Mel'nik, V.S.; Toscano, S. (2009)

For a large class of operator inclusions, including those generated by maps of Sk type, we obtain a general theorem on existence of solutions. We apply this result to some particular examples. This theorem is proved using ...
Method of approximation of evolutionary inclusions and variational inequalities by stationary

Kasyanov, P.O.; Mel'nik, V.S.; Toscano, L. (2005)

The method of finite-difference approximations, advanced by C. Bardos and H. Brezis for the nonlinear evolutionary equations, is generalized on differential-operational inclusions which are tightly connected to evolutionary ...
On topological degree to some class of multivalued mappings and its applications

Mel'nik, V.S. (Нелинейные граничные задачи, 1999)

In this work the elements of topological degree theory has been developed for the class of multivalued maps from the re°exive Banach space to its dual one. In particular, this class contains the maps which generated by the ...
Periodic solutions of nonlinear evolution equations with Wλ₀-pseudomonotone maps

Kasyanov, P.O.; Mel'nik, V.S.; Toscano, S. (Нелінійні коливання, 2006)

We consider differential-operator equations with Wλ₀ -pseudomonotone operators. The problem of studying periodic solutions via the Faedo – Galerkin method has been considered. The important a priory estimates have been ...
The classes and the main properties of the multi-valued Wλ0-pseudomonotone maps

Kasyanov, P.O.; Mel'nik, V.S.; Toscano, L. (2007)

We consider the main classes of Wλ0-pseudomonotone multi-valued maps. The main properties of these operators have been investigated. The new classes of these operators have been obtained.
The multivalued penalty method for evolution variational inequalities with λ₀-pseudomonotone multivalued maps

Kasyanov, P.O.; Mel'nik, V.S.; Toscano, L. (Нелінійні коливання, 2007)

We consider evolution variational inequalities with λ₀-pseudomonotone maps. The main properties of the given maps have been investigated. By using the finite differences method, strong solvability for the class of evolution ...

Результати 1-7 з 7

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Перегляд за автором "Mel'nik, V.S."

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