EQUIVARIANT FIBER RETRACTS AND EXTENSORS

EQUIVARIANT FIBER RETRACTS AND EXTENSORS

The shape theory of continuous maps is a new branch of classical shape theory and is an extension of the homotopy theory of absolute neighborhood retracts for the category of maps of metrizable spaces. In this paper we investigate theory of absolute equivariant (neighborhood) retracts and extensors...

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Bibliographic Details
Main Author: Maia Dzadzamia
Format: Article
Language:English
Published: Consilium LLC 2018-07-01
Series:European Cooperation
Subjects:
g-map
equivariant retraqt
equivariant extensor
equivariant absolut (neighborhood) retracts and extensors for g-maps
Online Access:http://we.clmconsulting.pl/index.php/we/article/view/406
Description
Summary:The shape theory of continuous maps is a new branch of classical shape theory and is an extension of the homotopy theory of absolute neighborhood retracts for the category of maps of metrizable spaces. In this paper we investigate theory of absolute equivariant (neighborhood) retracts and extensors for maps of topological G-spaces from a weakly hereditary class.
ISSN:2449-7320
2449-8726

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