COINCIDENCE MAPPINGS: A GAME‐THEORETIC VIEW

Abstract

Game‐theoretic studies1,2 have been extended and complemented by a coincidence theorem based on and closely related to the Lefschetz fixed‐point theory. It is shown (Theorem 4) that admissible Hausdorff‐spaces (e.g. Banach spaces) exhibit coincidences of pairs of maps associated with multi‐valued maps which have been introduced and discussed in previous papers in this Journal.1,2

Citation

KAAZ, M.A. (1975), "COINCIDENCE MAPPINGS: A GAME‐THEORETIC VIEW", Kybernetes, Vol. 4 No. 3, pp. 165-168. https://doi.org/10.1108/eb005391