GO-spaces and orderability of compactifications (Research of Set-Theoretic and Geometric Topology and Their Applications)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 田中 祥雄

  東京学芸大学数学分野

• 田中 祥雄

  東京学芸大学教育学部

関連論文

• 順序体と距離化可能性
• 実数の位相的構造と微積分学教育 : 「関数の連続性」の教材として
• Determining covers, and covering properties(General Topology, Geometric Topology and Their Applications)
• Weak topologies, and determining covers(General and Geometric Topology and Geometric Group Theory)
• Products of weak topologies, and $k$-spaces (Set Theoretic and Geometric Topology and Its Applications)
• Questions on quotient compact images of metric spaces, and symmetric spaces (General and Geometric Topology and Related Topics)
• Products of $k$-spaces, and questions (Problems and applications in General and Geometric Topology)
• Certain covering-maps and $k$-networks (General and Geometric Topology and its Applications)
• GO-spaces and orderability of compactifications (Research of Set-Theoretic and Geometric Topology and Their Applications)
• Topological groups, $k$-networks, and weak topology (Research in General and Geometric)
• Metrizability of GO-spaces, and $k$-spaces (Unsolved Problems and its Progress in General・Geometric Topology)
• 順序体と連続性公理 : 「実数の連続性」の教材として
• k-NETWORKS, AND COVERING PROPERTIES OF CW-COMPLEXES(General Topology and around it)
• On Products of Countable Tightness (Shape Theory and Topological Spaces)
• PRODUCTS OF k-SPACES, AND k-NETWORKS (General and Geometric Topology)
• Metrizability of spaces having certain k-networks(Set-theoretic Topology and Geometric Topology)
• 実数の連続性と単調関数 : 「解析学の基礎」における教材研究
• 順序体と連続性公理.II
• 順序環と順序保存

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