hi
I need to find examples for these two topological spaces:
a. A space such that every sequence has a convergent subsequence, but X is not compact.
b. Space . every infinite set has an accumulation point and is not compact.
thanks
hi
I need to find examples for these two topological spaces:
a. A space such that every sequence has a convergent subsequence, but X is not compact.
b. Space . every infinite set has an accumulation point and is not compact.
thanks