On Palais universal \(G\)-spaces and isovariant absolute extensors (Q2914407)

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scientific article; zbMATH DE number 6084153
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On Palais universal \(G\)-spaces and isovariant absolute extensors
scientific article; zbMATH DE number 6084153

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    19 September 2012
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    Classifying \(G\)-spaces
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    isovariant absolute extensor
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    On Palais universal \(G\)-spaces and isovariant absolute extensors (English)
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    In this nicely written paper, the author develops the theory of isovariant absolute extensors which were earlier introduced by \textit{R. Palais} [``The classification of \(G\)-spaces'', Mem. Am. Math. Soc. 36, 72 p. (1960; Zbl 0119.38403)]. The author proves the existence of injective objects in the isovariant category and investigates their various properties.
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