Fixed points of multivalued mappings with $eLC^{k}$ values
DOI: http://dx.doi.org/10.12775/TMNA.2004.024
Abstract
We prove some fixed point theorems for the Hausdorff
continuous multivalued mappings with equilocally connected values
in dimension $n - 1$ or $n - 2$ on $n$-dimensional discs and
closed manifolds.
continuous multivalued mappings with equilocally connected values
in dimension $n - 1$ or $n - 2$ on $n$-dimensional discs and
closed manifolds.
Keywords
set-valued mapping; fixed point; fibration; local connectedness in dimension k
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