ИСТИНА

Podol'skiy A.V.

Соавторы: Шапошникова Т.А., Diaz J.I., Gomez-Castro D., Gomez D., Перес М.Е.

8 статей

Количество цитирований статей в журналах по данным Web of Science: 13, Scopus: 17

IstinaResearcherID (IRID): 42640300

Деятельность

• Статьи в журналах

  • • 2021 On the convergence of controls and cost functionals in some optimal control heterogeneous problems when the homogenization process gives rise to some strange terms
    • Diaz J.I., Podolskiy A.V., Shaposhnikova T.A.
    • в журнале Journal of Mathematical Analysis and Applications, издательство Academic Press (United States) DOI
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    • 2020 Optimal Control and "Strange term" Arising from Homogenization of the Poisson Equation in the perforated domain with Robin-type boundary condition in the critical case
    • Podolskiy A.V., Shaposhnikova A.T.
    • в журнале Doklady Mathematics, издательство Maik Nauka/Interperiodica Publishing (Russian Federation), том 102, № 3, с. 497-501 DOI
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    • 2019 Homogenization of the Boundary Value Problem for the Poisson equation with Rapidly Oscillating Nonlinear Boundary Conditions. Space Dimension n\ge 3, Critical case
    • Podolskiy A.V., Shaposhnikova T.A.
    • в журнале Doklady Mathematics, издательство Maik Nauka/Interperiodica Publishing (Russian Federation), том 99, № 2, с. 1-5 DOI
  • • 2018 Homogenization of a net of periodic critically scaled boundary obstacles related to reverse osmosis "nano-composite" membranes
    • Diaz J.I., GomezCastro D., Podolskiy A.V., Shaposhnikova T.A.
    • в журнале Advances in Nonlinear Analysis, издательство Walter de Gruyter GmbH & Co. KG. (Berlin, Germany) DOI
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    • 2017 Homogenization of the boundary value problem for the Laplace operator in a domain perforated along (n-1) dimensional manifold with nonlinear Robin type boundary condition on the boundary of arbitrary shape holes: critical case
    • Podolskiy A.V., Shaposhnikova T.A.
    • в журнале Doklady Mathematics, издательство Maik Nauka/Interperiodica Publishing (Russian Federation), том 96, № 3, с. 1-6 DOI
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    • 2017 Homogenization of variational inequalities of Signorini type for the p-Laplacian in perforated domain when 1<p<2
    • Diaz J.I., Gomez-Castro D., Podolskiy A.V., Shaposhnikova T.A.
    • в журнале Doklady Mathematics, издательство Maik Nauka/Interperiodica Publishing (Russian Federation), том 95, № 2, с. 151-156 DOI
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    • 2015 Homogenization for the p-Laplace operator in perforated media with nonlinear restrictions on thr boundary of the perforations:critical case
    • Gomez D., Perez M.E., Podol'skiy A.V., Shaposhnikova T.A.
    • в журнале Doklady Mathematics, издательство Maik Nauka/Interperiodica Publishing (Russian Federation), том 92, № 1, с. 433-438 DOI

• Статьи в сборниках

  • • 2021 Homogenization of a parabolic equation for p-Laplace operator in a domain perforated along (n-1)- dimensional manifold with dynamic boundary conditions specified on peforations boundary:critical case
    • Podolskiy A.V., Shaposhnikova T.A.
    • в сборнике Functional Differential Equations and Applications, FDEA -2019, Ariel, Israel, September 22-27, серия Springer Proceedings in Mathematics & Statistics, 379, издательство SPRINGER PUBLISHING CO (11 WEST 42ND STREET, NEW YORK, USA, NY,10036) DOI