MONOID STRUCTURE OF ENDOMORPHISMS OF ＄HP^{￥infty}￥times S^{n}＄
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概要
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We calculate the homotopy set ＄[HP^{￥infty}￥times S^{n}, HP^{￥infty}￥times S^{n}]＄ and determine its monoid structure given by the composition of maps for all ＄n＄ . From the results, we get the group Aut ＄(HP^{￥infty}￥times S^{n})＄ of self-homotopy equivalences and the group ＄W1(HP^{￥infty}￥times S^{n})＄ of weak identities for all ＄n＄ .
- Yokohama City University and Yokohama National Universityの論文
- 1993-00-00
Yokohama City University and Yokohama National University | 論文
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