`A question about acyclic space

Discussion in 'Math Research' started by yclin, Oct 10, 2003.

  1. yclin

    yclin Guest

    Hi all,
    I know that an acyclic space means that a nonempty topological space
    with all of its reduced Cech homology groups over rationals vanish.
    Is it true that the product space of any number (finite or infinite)
    of acyclic spaces is still acyclic ?
    Any comments are appreciated.
     
    yclin, Oct 10, 2003
    #1
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