Locally $d_\delta$-connected and locally $D_\delta$-compact spaces

Authors

HARSHIT MATHUR
DAVINDER SINGH

Abstract

The local analogues of the notions of $d_\delta$-connectedness and $D_\delta$-compactness of a topological space are introduced, and are named respectively, locally $d_\delta$-connectedness and locally $D_\delta$-compactness. Several properties including characterization of the concepts are discussed.

DOI

10.3906/mat-1910-71

Keywords

$d_\delta$-separation relative to a space, $d_\delta$-connected relative to a space, $D_\delta$-closed relative to a space, locally $d_\delta$-connected space, locally $D_\delta$-compact space

First Page

169

Last Page

178

Recommended Citation

MATHUR, H, & SINGH, D (2020). Locally $d_\delta$-connected and locally $D_\delta$-compact spaces. Turkish Journal of Mathematics 44 (1): 169-178. https://doi.org/10.3906/mat-1910-71