Informaçao sobre o Autor
Chechkin, G.А. А.
| Edição | Seção | Título | Arquivo |
| Volume 513, Nº 1 (2023) | MATHEMATICS | ON ATTRACTORS OF GINZBURG–LANDAU EQUATIONS IN DOMAIN WITH LOCALLY PERIODIC MICROSTRUCTURE. SUBCRITICAL, CRITICAL AND SUPERCRITICAL CASES |
ISSN 2686-9543 (Print)
Usuário
Assinatura
Entrar no sistema para verificar sua assinatura
Palavras-chave
Monte Carlo method
Navier–Stokes equations
Volterra integro-differential equations
a priori estimates
attractors
colorings of hypergraphs
compact schemes
essentially singular points of invariant
hyperelliptic curve
integrability
integrable system
invariant of dynamical system
linear differential equations in Hilbert spaces
mathematical education
mathematical modeling
optimal control
random hypergraph
system with dissipation
torsion points
uniqueness
weak solution
Edição corrente
Volume 519, Nº 1 (2024)
Informações
×
Usuário
Assinatura
Entrar no sistema para verificar sua assinatura
Palavras-chave
Monte Carlo method
Navier–Stokes equations
Volterra integro-differential equations
a priori estimates
attractors
colorings of hypergraphs
compact schemes
essentially singular points of invariant
hyperelliptic curve
integrability
integrable system
invariant of dynamical system
linear differential equations in Hilbert spaces
mathematical education
mathematical modeling
optimal control
random hypergraph
system with dissipation
torsion points
uniqueness
weak solution
Edição corrente
Volume 519, Nº 1 (2024)
Informações