Informaçao sobre o Autor
Vedenyapin, V. V.
| Edição | Seção | Título | Arquivo |
| Volume 64, Nº 11 (2024) | Partial Differential Equations | A MATHEMATICAL THEORY OF THE EXPANSION OF THE UNIVERSE BASED ON THE PRINCIPLE OF LEAST ACTION |
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Assinatura
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Palavras-chave
Cauchy problem
Maxwell’s equations
asymptotic expansions
blow-up
boundary value problem
gradient
grid-characteristic method
inverse problem
local solvability
mathematical modeling
maximum principle
nonlinear Sobolev-type equations
nonlinear capacity
numerical methods
numerical modeling
numerical simulation
optimal control
rarefied gas
shock waves
stability
uniqueness
Edição corrente
Volume 65, Nº 8 (2025)
Informações
×
Usuário
Assinatura
Entrar no sistema para verificar sua assinatura
Palavras-chave
Cauchy problem
Maxwell’s equations
asymptotic expansions
blow-up
boundary value problem
gradient
grid-characteristic method
inverse problem
local solvability
mathematical modeling
maximum principle
nonlinear Sobolev-type equations
nonlinear capacity
numerical methods
numerical modeling
numerical simulation
optimal control
rarefied gas
shock waves
stability
uniqueness
Edição corrente
Volume 65, Nº 8 (2025)
Informações