This article is cited in 1 paper

On the extension of equivariant mappings

M. Madirimov


Abstract: It is proved that a metric space with a homeomorphism of prime period $p$ is an equivariant extensor for metric spaces with $(n+1)$-dimensional complement if and only if the space itself and the set of fixed points of the homeomorphism are homotopically connected and locally homotopically connected in dimension $n$.
Bibliography: 9 titles.

UDC: 513.83

MSC: Primary 54C55; Secondary 54F45, 54C10

Received: 22.11.1974

 English version: Mathematics of the USSR-Sbornik, 1975, 27:1, 77–84

Bibliographic databases:

• 
•