Homotopy types of $m$-twisted ${\Bbb C}\mbox{\rm P}^{4}$'s

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概要

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• We study the homotopy type classification problem of $n$ dimensional $m$-twisted complex projective spaces for the case $n$=4. In particular, we determine the number of homotopy types of $m$-twisted ${\Bbb C}\mbox{\rm P}^{4}$'s when $m \ge 1$ is an odd integer.

• 広島大学の論文

著者

• Yamaguchi Kohhei

  Department Of Computer Science And Information Mathematics University Of Electro-communications

関連論文

• Group Actions on Spaces of Rational Functions
• Erratum to "The homotopy of spaces of maps between real projective spaces"
• Configuration Space Models for Spaces of Maps from a Riemann Surface to Complex Projective Space
• Mod p truncated configuration spaces
• The homotopy of spaces of maps between real projective spaces
• The Topology of the Space of Holomorphic Maps with Bounded Multiplicity
• Self-homotopy equivalences of $SO(4)$
• Topology of complements of discriminants and resultants
• Homotopy types of $m$-twisted ${\Bbb C}\mbox{\rm P}^{4}$'s
• Homotopy classification of twisted complex projective spaces of dimension 4
• Topology of complements of discriminants and resultants

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