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Gutman A.E., Koptev A.V.
Convergence-preserving maps and fixed-point theorems //
Math. Notes. 2014. V. 95, N 5. P. 738–742.

It is shown that the main results of 28 articles devoted to generalizations of fixed-point theorems for mappings in special spaces are direct consequences of a single general theorem which translates previously known facts to the spaces under consideration.

Keywords:sequential convergence, (pre)topological convergence, single-valued convergence, sequential topological space, convergence-preserving map, (sub)sequentially convergent map, fixed-point theorem.
Type Article
Authors Gutman Alexander Efimovich
Koptev Alexander Viktorovich
Title Convergence-preserving maps and fixed-point theorems
Journal Mathematical Notes
Year 2014
Volume 95
Number 5
Pages 738–742
DOI 10.1134/S0001434614050150
Language English
© 2013.11.13
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Project  Fixed-point theorems 
Critical analysis of some papers devoted to generalization of fixed-point theorems
 
 
The papers are presented here for academic purposes and are not intended for mass dissemination or copying. Last updated
July 19, 2018