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On the product of a compact space with an hereditarily absolutely countably compact space

Authors
  • Bonanzinga, Maddalena
Publication Date
Jan 01, 1997
Source
Czech Digital Mathematics Library
Keywords
Language
English
License
Unknown
External links

Abstract

summary:We show that the product of a compact, sequential $T_2$ space with an hereditarily absolutely countably compact $T_3$ space is hereditarily absolutely countably compact, and further that the product of a compact $T_2$ space of countable tightness with an hereditarily absolutely countably compact $\omega$-bounded $T_3$ space is hereditarily absolutely countably compact.

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