A. Banerjee

activity

20172022

collaborators

15 papers

math.GN2022

On density topology using ideals in the space of reals

Amar Kumar Banerjee, Indrajit Debnath

In this paper we have introduced the notion of $I$ -density topology in the space of reals introducing the notions of upper $I$ -density and lower $I$ -d…

math.GN2022

On $I$ -convergence of sequences of functions and uniform conjugacy

Amar Kumar Banerjee, Nesar Hossain

In this paper we introduce the notion of $I^{*} - α$ -uniform equal convergence and $I^{*} - α$ -strong uniform equal convergence of sequences of functions…

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.GN2021

On rough $I^{*}$ and $I^{K}$ -convergence of sequences in normed linear spaces

Amar Kumar Banerjee, Anirban Paul

In this paper, we have introduced first the notion of rough $I^{*}$ -convergence in a normed linear space as an extension work of rough $I$ -convergence and then rough $I^{K}$ -convergenc…

math.GN2020

Paracompactness in a bispace

Amar Kumar Banerjee, Rahul Mondal

The idea of pairwise paracompactness was studied by many authors in a bitopological space. Here we study the same in the setting of more general structure of a bispace using the th…

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…

On density topology using ideals in the space of reals

On I-convergence of sequences of functions and uniform conjugacy

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

On rough I∗ and IK-convergence of sequences in normed linear spaces

Paracompactness in a bispace

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

On $I$ -convergence of sequences of functions and uniform conjugacy

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

On rough $I^{*}$ and $I^{K}$ -convergence of sequences in normed linear spaces

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