Jagannath Pal

activity

20162021

most citedLamda*-Closed sets and new separation axioms in Alexandroff spaces

2 citations · 2 across the 6 of their papers we have counts for

collaborators

7 papers

math.GN2021

SOME ASPECTS of $s λ$ -Closed Sets on Separation Axioms And Compactness in GT-spaces

Amar Kumar Banerjee, Jagannath Pal

Here we have investigated some aspects of $s λ$ -closed sets on separation axioms including $s T_{2 \frac{1}{2}}$ and $s T_{3 \frac{1}{2}}$ axioms and on compactness in generalized t…

math.GN2021

$I g^{*}$ -closed sets and its certain properties in $σ$ -spaces with respect to an ideal

Amar Kumar Banerjee, Jagannath Pal

Here we have introduced and studied the idea of $I g^{*}$ -closed set with respect to an ideal and investigated some of its properties in Alexandroff spaces. We have also introduced $…

math.GN2021

$(j - i) s g_{κ}^{*}$ -closed sets and pairwise semi $t_{ω}$ -axiom in bispaces

Jagannath Pal, Amar Kumar Banerjee

Here we have introduced the ideas of $(j - i) s g_{κ}^{*}$ -closed sets and a semi generalized closed set in a bispace; $i, j = 1, 2; i \neq = j$ and then have studied on pairwise semi $T_{0}$ -a…

math.GN2019

$s β_{λ}$ -Closed sets and some low separation axioms in GT-spaces

Jagannath Pal, Amar Kumar Banerjee

Here we have studied the ideas of $s g_{λ}, s λ$ and $s β_{λ}$ -closed sets and investigated some of their properties in generalized topological spaces. We have also studied some low sepa…

math.GN2018

New separation axioms in generalized bitopological spaces

Amar Kumar Banerjee, Jagannath Pal

Here we have studied on the ideas of $g_{μ_{i}}$ and $λ_{μ_{i}}$ -closed sets with respect to $μ_{j} (i, j = 1, 2, i \neq = j)$ and pairwise $λ$ -closed sets in a generalized bitopological space…

math.GN2017

Semi Lamda*-Closed Sets and New Separation Axioms in Alexandroff Spaces

Amar Kumar Banerjee, Jagannath Pal

Here we have studied the idea of semi Lamda*-closed sets and investigate some of their properties in spaces considered by A. D. Alexandroff [1]. We have introduced some new separat…

math.GN2016★ 2 cited

Lamda*-Closed sets and new separation axioms in Alexandroff spaces

Amar Kumar Banerjee, Jagannath Pal

Here we have studied the ideas of g*-closed sets, g^tou -sets and Lamda*-closed sets and investigate some of their properties in the spaces of A. D. Alexandroff [1]. We have also s…

SOME ASPECTS of sλ-Closed Sets on Separation Axioms And Compactness in GT-spaces

Ig∗-closed sets and its certain properties in σ-spaces with respect to an ideal

(j−i)sgκ∗​-closed sets and pairwise semi tω​-axiom in bispaces

sβλ​-Closed sets and some low separation axioms in GT-spaces

New separation axioms in generalized bitopological spaces

Semi Lamda*-Closed Sets and New Separation Axioms in Alexandroff Spaces

Lamda*-Closed sets and new separation axioms in Alexandroff spaces

SOME ASPECTS of $s λ$ -Closed Sets on Separation Axioms And Compactness in GT-spaces

$I g^{*}$ -closed sets and its certain properties in $σ$ -spaces with respect to an ideal

$(j - i) s g_{κ}^{*}$ -closed sets and pairwise semi $t_{ω}$ -axiom in bispaces

$s β_{λ}$ -Closed sets and some low separation axioms in GT-spaces