2 citations · 2 across the 6 of their papers we have counts for
6 papers · 1 filter
Relation-Theoretic Banach Contraction Principle in Topological Spaces with an Application
Md Hasanuzzaman, Abhishikta Das, Sumit Som
In this article, we extend several relation-theoretic notions to topological spaces. We introduce relation preserving contraction mapping into topological spaces and utilize the sa…
Exploring fixed point results in fuzzy -metric spaces with an application to satellite web coupling problem
Dipti Barman, Abhishikta Das, T. Bag
This article explores several fundamental aspects of fuzzy -metric spaces and their applications in mathematical analysis. We investigate some essential properties con…
Some fixed point theorems in generalized parametric metric spaces and applications to ordinary differential equations
Abhishikta Das, Hijaz Ahmad, T. Bag
The objective of this work is the construction of `Boyd-Wong fixed point theorem' in the setting of generalized parametric metric space and discussion its application on existence…
Fuzzy strong -b-normed linear space for fuzzy bounded linear operators
Abhishikta Das, T. Bag
In this paper, concept of fuzzy continuous operator, fuzzy bounded linear operator are introduced in fuzzy strong -b-normed linear spaces and their relations are studied. Idea o…
Some basic results on fuzzy strong -b-normed linear spaces
Abhishikta Das, T. Bag, S. Chatterjee
In this paper, definition of fuzzy strong -b-normed linear space is given. Here the scalar function |c| is replaced by a general function (c) where ϕ satisfies some propertie…
A new approach to generalize metric functions
Abhishikta Das, Anirban Kundu, T. Bag
S-metric and b-metric spaces are metrizable, but it is still quite impossible to get an explicit form of the concerned metric function. To overcome this, the notion of -metric i…