On the domain dependence of solutions to the two-phase Stefan problem.

Autor:	Feireisl, Eduard
Další autoři:	Petzeltová, Hana
Jazyk:	angličtina
Předmět:	matematika mathematics články journal articles Stefan problem domain dependence Mosco-type covergence of domains
Druh dokumentu:	Non-fiction
ISSN:	0862-7940
Abstrakt:	Abstract: We prove that solutions to the two-phase Stefan problem defined on a sequence of spatial domains $\Omega_n\subset\bb R^N$ converge to a solution of the same problem on a domain $\Omega$ where $\Omega$ is the limit of $\Omega_n $ in the sense of Mosco. The corresponding free boundaries converge in the sense of Lebesgue measure on $\bb R^N$.
Databáze:	Katalog Knihovny AV ČR
Externí odkaz:	Full text from SpringerLink