J. Aust. Math. Soc.  81 (2006), 15-20

Strict feasibility of generalized complementarity problems

Y. R. He   Department of Mathematics   Sichuan Normal University   Chengdu, Sichuan   P. R. China   yiranhe@hotmail.com and K. F. Ng   Department of Mathematics   The Chinese University of Hong Kong   Shatin, New Territories   Hong Kong   kfng@math.cuhk.edu.hk

Abstract

The existence of strictly feasible points is shown to be equivalent to the boundedness of solution sets of generalized complementarity problems with stably pseudomonotone mappings. This generalizes some known results in the literature established for complementarity problems with monotone mappings.

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