compact space

(redirected from Compact subspace)

compact space

[¦käm‚pakt ′spās]
(mathematics)
A topological space which is a compact set.
References in periodicals archive ?
Since X is neutrosophic Hausdorff (neutrosophic compact subspace of neutrosophic Hausdorff space is neutrosophic closed), G is neutrosophic closed, thus G = Ncl(G).
Since X is a neutrosophic Hausdorff space,(neutrosophic compact subspace of neutrosophic Hausdorff space is neutrosophic closed), G is neutrosophic closed.
If G is [sigma]-compact, G has a countable network, since every compact subspace with a [G.
i) Every rg[alpha]-- compact subspace of a rg[[alpha].
Pol, On function spaces of compact subspaces of T-products of the real line, Fund.