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Moore spaces in proper homotopy

1995
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Tsukuba Journal of Mathematics
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Moore spaces are defined in proper homotopy theory. Some results on the existence and uniqueness of those spaces are proven. An example of two non properly equivalent Moore spaces is given. Introduction. The purpose of this paper is to provide the correct statements and details of the results announced in [4] . Namely, we prove the existence of proper Moore spaces of types of type $(S;n)$ for certain objects $S$ in the abelian category of towers of groups (tow-JZ $b,$ $\llcorner fb$ ) and

doi:10.21099/tkbjm/1496162871
fatcat:v6xrpxi6ubfclh4p6ls7yajjje