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11:09
YouTube
Dr. Bevin Maultsby
Nested Compact Set Theorem, Real Analysis I and II
This lesson proves the Nested Compact Set Property, which states that the intersection of a nested family of compact sets is non-empty. I first present three examples of nested sets, illustrating which family satisfies the theorem’s conditions. The proof is directed and uses the concept of sequential compactness, which is equivalent to ...
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Sep 20, 2024
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