Generalized Nash Equilibrium Problems, Bilevel programming and MPEC

Nov 25 2013 - 00:00
Dec 6 2013 - 23:59
Venue: 

University of Delhi, New Delhi, India

Short description of the event: 

The school is devoted to three classes of problem : the generalized Nash equilibrium problems, the bilevel problems and the Mathematical Programming with Equilibrium Constraints. They interact through their mathematical analysis as well as their applications

Scientific program :

All lectures will be given in English

Didier Aussel (University of Perpignan, France) : Generalized Nash Equilibrium Problem : existence, uniqueness and reformulations
Jonathan Borwein (University of Newcattle, Australia) : Introduction to variational analysis
Stephen Dempe (TU Bergakademie Freiberg, Germany) : Bilevel Programming : Existence of optimal solutions and optimality conditions
Joydeep Dutta (IIT Kanpur, India) : Introduction to Bilevel Programming and MPEC problems
Francisco Facchinei (Univ. Sapianza, Roma, Italy) : Numerical analysis of Generalized Nash equilibrium
René Henrion (Weierstrass Institute for Applied Analysis and Stochastics, Berlin, Germany) : Dual optimality conditions for MPECs
Alejandro Jofre (CMM, Santiago, Chile) : GNE/MPEC in Electricity Markets
Deadline for Registration :

September 22, 2013

Application procedure and Online registration only for applicants not from India.

Applicants from India must contact the local organizer : C. S. Lalitha, cslalitha at maths.du.ac.in