Results 21 to 30 of about 54 (53)
Journal of Fixed Point Theory and Applications A simple proof of the Banach contraction principle
. We give a simple proof of the Banach contraction lemma. Mathematics Subject Classification (2000) .
Richard S Palais +2 more
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The Nielsen Coincidence Number of Maps into Tori.
We give a formula for the Nielsen coincidence number of a pair of maps from a surface into the 2-torus. We also show that a similar formula gives the lower bound of the number of connected components of the coincidence set of a pair of maps between
Jezierski, Jerzy
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Basal Cell Carcinoma Arising within a Bacillus Calmette-Guerin Scar: Case Report and Literature Review. [PDF]
Tyczyńska K +3 more
europepmc +1 more source
Homotopies and the universal fixed point property
A topological space has the fixed point property if every continuous self-map of that space has at least one fixed point. We demonstrate that there are serious restraints imposed by the requirement that there be a choice of fixed points that is ...
Markus Szymik
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Rétractes Absolus de Voisinage Algébriques
2000 Mathematics Subject Classification: 54C55, 54H25, 55M20.We introduce the class of algebraic ANRs. It is defined by replacing continuous maps by chain mappings in Lefschetz’s characterization of ANRs.
Cauty, Robert
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Model solvmanifolds for lefschetz and nielsen theories
In this paper we construct a class of solvmanifolds and certain (diagonal type) self maps on them. These solvmanifolds and their maps serve firstly as rich source of examples. Secondly they serve as models for Nielsen theory in the sense that any map f :
Heath, Philip R, Keppelmann, Edward C
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Fibre techniques in nielsen periodic point theory on solmanifolds III: Calculations
This third paper of the series gives the necessarily lengthy illustrations of the main results of the first two, delayed until now for reasons of space.
Keppelmann, Edward C., Heath, Philip R.
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The author gives a discrete version of the Bolzano-Poincaré-Miranda theorem. Further, the author uses the main result to prove the Bolzano-Poincaré-Miranda theorem and a theorem on ...
VETRO, Pasquale
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