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Fixed-point property

Known as: Fixed point property 
A mathematical object X has the fixed-point property if every suitably well-behaved mapping from X to itself has a fixed point. The term is most… 
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Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
The paper compares the fixed point property (FPP for short) of a compact Euclidean plane with its digital versions associated… 
2016
2016
We generalize and improve known fixed point theorems in hyperconvex spaces by applying the selection theorem in [BO] and other… 
2016
2016
The aim of this paper is to study the $w^*$-fixed point property for nonexpansive mappings in the duals of separable… 
2006
2006
We investigate the fixed-point property for the class of CAT(0) spaces with Izeki-Nayatani invariant δ ≤ δ0 for some δ0 < 1/2. It… 
2002
2002
Recently geometric independent component analysis (ICA) has been generalized to overcomplete cases (overcomplete geoICA) with… 
1994
1994
We study the famous examples of G. S. Young [7] and R. H. Bing [2]. We generalize and simplify a little their constructions… 
1993
1993
Let X1 and X2 be Banach spaces, and let X1 x X2 be equipped with the 11 -norm. If the first space X1 is uniformly convex in every… 
1989
1989
We investigate weakly confluent, universal, and related mappings of trees and their relationships to the fixed point property for… 
1956
1956
Suppose that space is metric. A chain is a finite collection of open sets d1, d2, * * * , dn such that di intersects dj if and… 
1953
1953
A space X is said to have the f.p.p. (fixed point property) if every continuous function f from X to X has a fixed point. Whether…