266. Bilevel variational inequalities and its applications
Invited abstract in session TC-9: Variational Analysis II, stream Variational analysis: theory and algorithms.
Tuesday, 14:00-16:00Room: B100/8013
Authors (first author is the speaker)
| 1. | Aviv Gibali
|
| Applied Mathematics, Holon Institute of Technology |
Abstract
In this talk, we give a brief introduction to fixed point problem (FPP), variational inequality problem (VIP) and a class of hierarchical VIP known as the bilevel variational inequality problem (BVIP).
We present a novel fixed point iterative method to approximate the solution of BVIP in real Hilbert spaces. The convergence analysis of this method with application to optimal control problems are discussed.
Keywords
- Applications of continuous optimization
- Monotone inclusion problems
- Complementarity and variational problems
Status: accepted
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