Characterizing non-separable sigma-locally compact infinite-dimensional manifolds and its applications

著录项

• 来源
  《Journal of the Mathematical Society of Japan》 |2014年第4期|1155-1189|共35页
• 作者

  Katsuhisa Koshino;

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• 作者单位

  Doctoral Program in Mathematics Graduate School of Pure and Applied Sciences University of Tsukuba Tsukuba 305-8571, Japan Division of Mathematics Pure and Applied Sciences University of Tsukuba Tsukuba 305-8571, Japan;

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• 收录信息 美国《科学引文索引》(SCI);
• 原文格式 PDF
• 正文语种 eng
• 中图分类
• 关键词

  ℓ_2~f (τ)-manifold; (ℓ_2~f (τ) × Q)-manifold; (ℓ_2(τ); ℓ_2~f(τ))-manifold pair; (ℓ_2(τ) × Q; ℓ_2~f(τ) × Q)-manifold pair; full simplicial complex; hedgehog; ANR; (strong) Z-set; Z-embedding; the strong universality; the τ-discrete n-cells property; the τ-discrete approximation property;

  机译：ℓ_2〜f（τ）-流形;（ℓ_2〜f（τ）×Q）-流形;（ℓ_2（τ）;ℓ_2〜f（τ））-流形对;（ℓ_2（τ）×Q;ℓ_2〜f（τ）×Q）-流形对;完全简单的复合体;刺猬ANR;（强）Z轴设置;Z嵌入;强大的普遍性;τ离散n单元属性;τ离散近似性质;