Theorem (Lindelöf covering theorem): Let A be a subset of the Euclidean space R" and let fl be an open covering of A. there is a countable subcollection of which also covers A.

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Chapter4: Vector Spaces
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Theorem (Lindelöf covering theorem): Let A be a subset of the Euclidean space R" and let f be an open covering of A. Then
there is a countable subcollection of which also covers A.
Transcribed Image Text:Theorem (Lindelöf covering theorem): Let A be a subset of the Euclidean space R" and let f be an open covering of A. Then there is a countable subcollection of which also covers A.
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