Haishu Lu

Qingwen Hu

Yulin Miao

The Scientific World Journal

English

A maximal element theorem is proved in finite weakly convex spaces (FWC-spaces, in short) which have no linear, convex, and topological structure. Using the maximal element theorem, we develop new existence theorems of solutions to variational relation problem, generalized equilibrium problem, equilibrium problem with lower and upper bounds, and minimax problem inFWC-spaces. The results represented in this paper unify and extend some known results in the literature.</jats:p

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The Scientific World JOURNAL

A Maximal Element Theorem in<i>FWC</i>-Spaces and Its Applications

http://downloads.hindawi.com/journals/tswj/2014/890696.pdf

A Maximal Element Theorem in FWC

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