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On Peripheral Connectedness
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Rote' ha.s proved that if the locally compact, metric space X is peripherically cohomologically locally connected, then X is peripherically homologicully locally connected. However the converse has been proved by him assuming that X is homologically locally connected. In this note we prove the above conver.se in .some general cases
Keywords
Peripherically Homologically and Cohomologically Locally Connected Spaces, Homologically Locally Connected Spaces
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