10 citations · 14 across the 4 of their papers we have counts for
4 papers
On closed non-vanishing ideals in CB(X)
A. Khademi, M. R. Koushesh
Let be a completely regular topological space. We study closed ideals of , the normed algebra of bounded continuous scalar-valued mappings on equipped with poin…
Connectifying a space by adding one point
M. R. Koushesh
It is a classical theorem of Alexandroff that a locally compact Hausdorff space has a one-point Hausdorff compactification if and only if it is non-compact. The one-point Hausdorff…
One-point extensions of locally compact paracompact spaces
M. R. Koushesh
A space is called an {\em extension} of a space if contains as a dense subspace. Two extensions of are said to be {\em equivalent} if there is a homeomorphism b…
Compactification-like extensions
M. R. Koushesh
Let be a space. A space is called an extension of if contains as a dense subspace. For an extension of the subspace of is called the…