Turkish Journal of Mathematics
Abstract
There are various generalizations of the usual T_2 (Hausdorff) axiom of topology to an arbitrary topological category defined in [1]. In this paper, four more new generalizations of Hausdorff spaces are given in the topological categories. Moreover, the relationships among all of these T_2 structures and the ones given in [5] and [7] as well as some invariance properties of them are investigated in the categories of filter and local filter convergence spaces. Keywords: Topological Categories, T_2-objects, Filter Convergence Spaces.
DOI
-
Keywords
Topological Categories, T_2-objects, Filter Convergence Spaces.
First Page
159
Last Page
168
Recommended Citation
BARAN, M (1996). T_2-OBJECTS IN CATEGORIES OF FILTER AND LOCAL FILTER CONVERGENCE SPACES. Turkish Journal of Mathematics 20 (2): 159-168. https://doi.org/-
