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The (graded) enriched vector spaces are the duals of usual (graded) vector spaces. Since a vector space is the union of its finite dimensional subvector spaces, an enriched vector space is the inverse limit of finite dimensional vector spaces.

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Enriched Vector Spaces

  • 章节

  • 发表日期：

    2026年

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  • Yves Félix,
  • Steve Halperin

摘要

The (graded) enriched vector spaces are the duals of usual (graded) vector spaces. Since a vector space is the union of its finite dimensional subvector spaces, an enriched vector space is the inverse limit of finite dimensional vector spaces.