Scattered Spaces and Kernel Rigidity

スポンサーリンク

概要

• 論文の詳細を見る

• A space X with a non-empty kernel K is called kernel-rigid if for any homeomorphism h:X→X, the restriction h|K is the identity map. A kernel-rigid countable metric space is given. It is also proved that there is no such example in the 0-dimensional compact metric spaces.

• 香川大学の論文

著者

• 岡 晋平

  香川大学教育学部

関連論文

• 教員養成学部における数学教育の新カリキュラムの開発研究
• Scattered countable metric spaces X for which X × X ≈ X
• A Factorization Theorem for Metrizable Spaces
• On Telgarski's formula (Research trends on general and geometric topology and their problems)
• KERNEL RIGIDITY(General and geometric topology today and their problems)
• Scattered Spaces and Kernel Rigidity
• An Easy Construction of a Rigid Space
• Finite Dimensional Shiftable Spaces
• Scattered countable metric spaces X for which X × X ≈ X

スポンサーリンク