4 citations · 16 across the 33 of their papers we have counts for
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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…
A Note on convergence of double sequences in a topological space
Amar Kumar Banerjee, Rahul Mondal
In this paper we have shown that a double sequence in a topological space satisfies certain conditions which in turn are capable to generate a topology on a non empty set. Also we…
I-convergence classes of sequences and nets in topological spaces
Amar Kumar Banerjee, Apurba Banerjee
In this paper we have used the idea of I-convergence of sequences and nets to study certain conditions of convergence in a topological space. It has been shown separately that a cl…
Preopen sets in bispaces
Amar Kumar Banerjee, Pratap Kumar Saha
The notion of preopen sets and precontinuity in a topological space was introduced by Mashhour et. al in 1982 [13]. Later the same was studied in a bitopological space in [7] and […