Real Analysis
Real Analysis
Let's call a set "Pseudo compact" if it has the property that every closed cover (a cover consisting of closed sets) have a finite subcover.
I have a little ides on "Anti-Compact: subsets. Does Pseudo-Compact in this case the same as Anti-Compact? Then how can we describe the "Pseudo-Compact" subsets of Real Numbers?
I have a little ides on "Anti-Compact: subsets. Does Pseudo-Compact in this case the same as Anti-Compact? Then how can we describe the "Pseudo-Compact" subsets of Real Numbers?
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