Approximate fixed points on almost convex sets
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Abstract
In this paper, we deduce a maximal element theorem on multimaps and an approximate fixed point theorem on almost convex sets. This generalizes the well-known Himmelberg fixed point theorem and also unifies recent results of Park and Tan [14] %cite{tan2} and Sy and Park [16].
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Lope, J. E. C., Rey, R. M. ., Roque, M. ., & Sy, P. W. . (2004). Approximate fixed points on almost convex sets. Tamkang Journal of Mathematics, 35(3), 255–260. https://doi.org/10.5556/j.tkjm.35.2004.206
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