Subject:
question
From:
adel george <adelgeorge1@yahoo.com>
Date:
Wed, 25 May 2005 06:01:46 -0700 (PDT)
To:
dmd1@lehigh.edu


From:Dr.George,Adel A.  
      I have the following question,please post it:
         Let G be a contractible topological group and
let S be a family of left cosets of contactible
subgroups of G such that:
1. any finite intersection of S elements is non-empty,
2. any nonempty intersection of any subfamily of S is
contactible.
I wish to show that the elements of S have a non void
intersection. 







		
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