Difference between revisions of "Limit point"
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(New page: A '''limit point''' (or '''cluster point''', or '''accumulation point''') of a set ''A'' is a point whose every deleted neighbourhood intersects ''A''. category:topology) |
DavidB4-bot (talk | contribs) (→top: clean up & uniformity) |
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A '''limit point''' (or '''cluster point''', or '''accumulation point''') of a set ''A'' is a point whose every [[deleted neighbourhood]] intersects ''A''. | A '''limit point''' (or '''cluster point''', or '''accumulation point''') of a set ''A'' is a point whose every [[deleted neighbourhood]] intersects ''A''. | ||
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Latest revision as of 15:22, July 13, 2016
A limit point (or cluster point, or accumulation point) of a set A is a point whose every deleted neighbourhood intersects A.