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54E52 - General topology :: Spaces with richer structures :: Baire category, Baire spaces

  1. \mathbb{R}^n is not a countable union of proper vector subspaces owned by rspuzio
  2. another proof of the non-existence of a continuous function that switches the rational and the irrational numbers owned by neapol1s
  3. Baire category theorem owned by Koro
  4. Baire space owned by Koro
  5. continuous nowhere monotonic function owned by asteroid
  6. equivalent statement of Baire category theorem owned by gumau
  7. every finite dimensional subspace of a normed space is closed owned by Mathprof
  8. every subspace of a normed space of finite dimension is closed owned by Mathprof
  9. example of a meager set owned by Wkbj79
  10. finite dimensional proper subspaces of a normed space are nowhere dense owned by asteroid
  11. generic owned by Koro
  12. meager owned by Koro
  13. no continuous function switches the rational and the irrational numbers owned by yark
  14. no countable dense subset of a complete metric space is a G_\delta owned by gumau
  15. proof for one equivalent statement of Baire category theorem owned by gumau
  16. proof of Baire category theorem owned by rmilson
  17. residual owned by mps

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