Reduction of Finite Topological Spaces

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概要

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• In this paper, we define two reductions of finite topological spaces. Our reductions are the processes to decrease the number of points of a finite topological space without changing the homotopy groups of the space. Indeed, there is a weak homotopy equivalence from the original space to its reduction.

• 東北大学の論文

著者

• OSAKI Takao

  Department of Flowcytometry Science, Kyorin University School of Medicine

• Osaki Takao

  Department Of Mathematics Osaka University

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• Reduction of Finite Topological Spaces

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