\(\Gamma\)-convergence of integral functionals depending on vector-valued functions over parabolic domains (Q1567599)
From MaRDI portal
scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | \(\Gamma\)-convergence of integral functionals depending on vector-valued functions over parabolic domains |
scientific article |
Statements
\(\Gamma\)-convergence of integral functionals depending on vector-valued functions over parabolic domains (English)
0 references
4 September 2000
0 references
The author investigates the \(\Gamma\)-convergence of a sequence of parabolic nonconvex functionals giving a representation formula of the \(\Gamma\)-limit. The result seems to support a previous de Giorgi's conjecture relating the \(\Gamma\)-convergence of parabolic functionals to the associated gradient flow.
0 references
sequence of parabolic nonconvex functionals
0 references
de Giorgi's conjecture
0 references
