On Hausdorff Spaces via Topological Ideals and Iâ•’irresolute Functions Page 1 PDFlib PLOP:
PDF Linearization, Optimization, Protection Page inserted by evaluation version www.pdflib.com …

Some methods for inducing topological structures by relations were initiated and their
importance in applications were indicated. Topologies generated by equivalence relations …

A DECOMPOSITION OF CONTINUITY IN IDEAL BY USING SEMI-LOCAL FUNCTIONS 1.
Introduction Ideal in topological space have been consid Page 1 ASIAN JOURNAL OF …

Compactness modulo an ideal has not been widely studied. Many new sorts of weak
compactness have been introduced to topological spaces in the last twenty years but have …

The concept of $\delta\text {-}{\beta} _ {\mathcal {I}} $-paracompactness in ideal topological
spaces is introduced as a weaker form of $\beta $-paracompactness, which was looked at …

In a topological structure (X1, τ) any ideal I of a subset of X induces a new topology τ1 (I). If Y
is a regular structure, then under some assumptions on I, for any upper τ∗-quasi continuous …

In this paper, by using β-open sets in [1] we introduce and investigate the conceptsof the β-
local function, Is∗g-β-closed sets and Ig-β-closed sets in an ideal topological space. In …

fIs and Regular-Is-closed sets in Ideal Topological Spaces Page 1 fIs and Regular-Is-closed
sets in Ideal Topological Spaces R. Santhi1 and M. Rameshkumar2 1Department of …

In this paper, aspects of generalized continuity and generalized closedness are explored.
The standard material on the notions of $* g $-open, $\mathbf {g} $-open sets and some …

Graph theory, which is used effectively in many fields from science to liberal arts, has very
important place in our lives. As a result of this, the ideal topological structure of the graphs is …