Shape optimization for superconductors governed by H(curl)-elliptic variational inequalities.
Antoine LaurainMalte WincklerIrwin YouseptPublished in: CoRR (2020)
Keyphrases
- variational inequalities
- nonlinear programming
- boundary value problem
- saddle point
- sensitivity analysis
- complementarity problems
- vector field
- convex sets
- variational inequality problems
- primal dual
- nash equilibrium
- shape analysis
- linear complementarity problem
- set valued
- hilbert spaces
- optimization problems
- boundary conditions
- fixed point
- lipschitz continuity
- image processing
- shape matching
- high dimensional
- linearly constrained
- newton method
- gaussian mixture model
- shape descriptors
- numerical methods
- shape representation