Fahed Zulfeqarr

collaborators

5 papers

math.RT2026

Inner Products and Banach Algebra structures on Bicomplex Numbers and Their Associated Spaces

Prabhat Kumar, Fahed Zulfeqarr, Amit Ujlayan +2

In this paper, we introduce various types of inner products and norms on the bicomplex number system $C_{2}$ , the bicomplex vector space $C_{2}^{n}$ , the space of b…

math.GN2025

Some Separation Axioms in Topological Spaces

Neeraj Kumar Tomar, M. C. Sharma, Amit Ujlayan +1

In this paper, we introduced the concepts of new separation axioms called $S C^{*}$ -separation axioms and $H^{*}$ -separation axioms by using $S C^{*}$ and $H^{*}$ -open sets in topolo…

math.GN2025

Almost SC*-normal spaces

Neeraj Kumar Tomar, Fahed Zulfeqarr, Amit Ujlayan

This paper introduces and investigates a new class of almost normal spaces, referred to as almost SC*-normal spaces, which are defined using SC*-open sets. Building on the work of…

math.GN2025

Softly $I ¨ g D^$ -Normal Spaces

Neeraj Kumar Tomar, Fahed Zulfeqarr, M. C. Sharma

The aim of this paper is to introduce a new class of softly normal called softly $I ¨ g D$ -normality by using $I ¨ g D$ -open sets and obtained several properties of…

math.GN2025

SC*-Normal spaces and some functions

Neeraj Kumar Tomar, Fahed Zulfeqarr, M. C. Sharma

In this paper, we introduce and explore a new class of topological spaces termed as SC*-normal spaces, defined via SC*-open sets. The concept of SC*-normality is analyzed in relati…

Inner Products and Banach Algebra structures on Bicomplex Numbers and Their Associated Spaces

Some Separation Axioms in Topological Spaces

Almost SC*-normal spaces

Softly I¨gD^-Normal Spaces

SC*-Normal spaces and some functions

Softly $I ¨ g D^$ -Normal Spaces