Perfect Set


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perfect set

[′pər·fikt ′set]
(mathematics)
A set in a topological space which equals its set of accumulation points.

Perfect Set

 

a closed set without isolated points, that is, a closed set identical with the set of its limit points. The Cantor set is the classic example of a perfect set that is everywhere nondense. Any nonempty perfect set in Euclidean space has the power of the continuum.

References in classic literature ?
His mouth was large, but compressed, and possessing a great share of expression and character, and, when opened, it discovered a perfect set of short, strong, and regular teeth.
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CHICAGO, July 6, 2012 /PRNewswire/ -- Nine vocal students have just graduated from the Bloom School of Jazz's Perfect Set Recording Project (http://bloomschoolofjazz.
It's not recommended for library lending but is a perfect set for New Age seers and any tarot user seeking a different approach.
The Covering Property Axiom, CPA; a combinatorial core of the iterated perfect set model.
It is the perfect set to get started and isn't going to damage the pocket too badly in doing so.
NEW YORK -- Better wireless networks, devices and operating systems are creating a perfect set of circumstances for telematics to flourish across the globe, according to a new Visant Strategies study.
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IF one of your New Year's Resolutions was to look after yourself more, then LUSH have the perfect set of gifts.
A large array of scenarios and input data can be used to create the perfect set of leads for any mortgage lendereIUs desired outcome.
But a perfect set differs from player to player, so that must be taken into account.