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compact space
(redirected from Compact subset)

   Also found in: Wikipedia 0.01 sec.
compact space [¦käm‚pakt ′spās]
(mathematics)
A topological space which is a compact set.


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[pi]] a reconstruction in the form of a sampling series that is uniformly convergent on compact subsets of the real axis and uniformly bounded on the whole real axis is not possible in general if the signals are sampled equidistantly at Nyquist rate.
Theorem 1 For every compact subset C [subset or equal to] (0, c) there exists a random, non-negative analytic function [M.
 
 
 
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