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A subset A of M is said to be nowhere dense if int(A) = 0. Prove that {x} is nowhere dense if and only
A subset A of M is said to be nowhere dense if int(A) = 0. Prove that {x} is nowhere dense if and only if x is not an isolated point of M! Recall that a point is isolated from a set if there exists an open ball containing it that is not intersecting with that particular set.
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Probability and Random Processes With Applications to Signal Processing and Communications
Authors: Scott Miller, Donald Childers
2nd edition
123869811, 978-0121726515, 121726517, 978-0130200716, 978-0123869814
