Lecturer:
Course Type:
PhD Course
Academic Year:
2012-2013
Period:
March-April
Duration:
20 h
Description:
- Phase transitions models and the Cahn-Hilliard functional.
- The Modica-Mortola Gamma-convergence result.
- Structure of local minimizers of the Cahn-Hilliard functional in convex domains.
- Construction of nonconstant local minimizers in nonconvex domains.
- Extreme geometry and geometrically constrained magnetic walls:
- construction of nontrivial local minimizers in singularly perturbed domains,
- asymptotic analysis of the behavior of local minimizers in the singular limit.
Research Group:
Location:
A-133