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Annual Session of Steklov Mathematical Institute (Best results 2024)
November 20, 2024 17:30–17:45, Moscow
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Расширения пространства непрерывных функций и их применение к исследованию задачи Дирихле
A. K. Gushchin |
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392.0 Mb |
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Adobe PDF |
435.8 Kb |
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Supplementary materials:
Гущин.pdf (435.8 Kb)
References
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A. K. Gushchin, “On Dirichlet problem”, Theoret. and Math. Phys., 218:1 (2024), 51–67
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A. K. Gushchin, “On some properties of elliptic partial differential equation solutions”, Int. J. Mod. Phys. A, 37:20-21 (2022), 2243002, 9 pp.
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A. K. Gushchin, “Extensions of the space of continuous functions and embedding theorems”, Sb. Math., 211:11 (2020), 1551–1567
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A. K. Gushchin, “$L_p$-estimates for solutions of second-order elliptic equation Dirichlet problem”, Theoret. and Math. Phys., 174:2 (2013), 209–219
Related articles:
- On some properties of elliptic partial differential equation solutions
A. K. Gushchin
Int. J. Mod. Phys. A, 2022, 37:20, 2243002–9
- Extensions of the space of continuous functions and embedding theorems
A. K. Gushchin
Mat. Sb., 2020, 211:11, 54–71
- $L_p$-estimates for solutions of second-order elliptic equation Dirichlet problem
A. K. Gushchin
TMF, 2013, 174:2, 243–255
- On Dirichlet problem
A. K. Gushchin
TMF, 2024, 218:1, 60–79
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