On the acyclicity of fixed point sets of multivalued maps

Grzegorz Gabor

DOI: http://dx.doi.org/10.12775/TMNA.1999.036

Abstract


The 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.

Keywords


Fixed points; multivalued maps; inverse systems; acyclicity; topological structure; limit map; topological degree; admissible maps; differential inclusions; Fréchet spaces

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