Hello, thank you very much for reading.

I'm totally stuck on the following statement, which I need to prove:

Let {Ki} be the group of compact sets, which also satisfy the fact thatevery *final*intersection of them isNOTempty.

I need to prove thatanyintersection of the Ki's is not empty (non-final intersections as well).

I'm trying to play with the fact that if a set is compact, it is partial to a final unification of open sets.... But I can't see how to prove it :-\

Replies are most welcomed and wanted!!!

thanks,

Tomer.