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Paper   IPM / M / 8870
School of Mathematics
  Title:   Nondifferentiable multiplier rules for optimization problems with equilibrium constraints
  Author(s):  S. Nobakhtian (Joint with N. Movahedian)
  Status:   To Appear
  Journal: J. Convex Anal.
  Supported by:  IPM
  Abstract:
We consider a mathematical program with equilibrium con�straints (MPEC). First we obtain a Lagrange multiplier rule based on the linear subdifferential involving equality, inequality and set constraints. Then we propose new constraint qualifications for M-stationary condi�tion to hold. Finally we establish the Fritz John and Karush-Kuhn Tucker M-stationary necessary conditions for a nonsmooth (MPEC) based on the Michel-Penot subdifferential.

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