On the acyclicity of fixed point sets of multivalued maps
KeywordsFixed points, multivalued maps, inverse systems, acyclicity, topological structure, limit map, topological degree, admissible maps, differential inclusions, Fréchet spaces
AbstractThe paper is devoted to studying a topological structure of sets of fixed points (or equilibria) of some classes of single-valued or multivalued maps. In our opinion, this paper contains all main results connected with this problem. We deal with Browder-Gupta type results and the inverse systems approach.
How to Cite
GABOR, Grzegorz. On the acyclicity of fixed point sets of multivalued maps. Topological Methods in Nonlinear Analysis [online]. 1 December 1999, T. 14, nr 2, s. 327–343. [accessed 8.2.2023].
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