TARU PUBLICATIONS
Author

Surjeet Singh Chauhan (Gonder)

Department of Mathematics, University Institute of Sciences (UIS), Chandigarh University, Mohali, Punjab, 140413, India

Published papers
5
Citations
0
Views
557
Downloads
521

Publications

5 papers
Open Access Research Article·pp. 1–9·Online FirstAug 2026

Two-step iterative method for nonlinear equations using Caputo-Fabrizio fractional derivatives

Tania Chib, Surjeet Singh Chauhan (Gonder)

Published Online: 27 Aug 2026DOI: 10.47974/JIM-2644

In this paper: The main objective of this paper is to develop a two-step fractional Newton-Raphson method for solving non-linear equations using the Caputo-Fabrizio fractional derivative. In further detail, we discu...

AbstractReferencesFull Text PDF (392 KB)Views: 133Downloads: 107Citations: 0
Open Access Research Article·pp. 1–9·Online FirstAug 2026

Generalized B-W-F-contraction in cone-b metric space with application

Jasmine Kaur, Surjeet Singh Chauhan (Gonder)

Published Online: 27 Aug 2026DOI: 10.47974/JIM-2645

In this paper: This manuscript investigates a new generalized F-contraction of Boyd-Wong type with respect to cone-b metric space. First, we prove a main theoretical result using this new contraction, then to suppor...

AbstractReferencesFull Text PDF (431 KB)Views: 79Downloads: 82Citations: 0
Open Access Research Article·pp. 1–7·Online FirstAug 2026

A novel memory iterative method using hermite interpolation for nonlinear equations

Nikita Chib, Surjeet Singh Chauhan (Gonder)

Published Online: 27 Aug 2026DOI: 10.47974/JIM-2647

In this paper: Nonlinear equations are used to model the real world phenomenon which are not adequately represented by linear equations. A three-stage iterative algorithm applying memory is developed in this study....

AbstractReferencesFull Text PDF (323 KB)Views: 114Downloads: 94Citations: 0
Open Access Research Article·pp. 1–9·Online FirstAug 2026

A hybrid M*-Noor iteration scheme for fixed point KSC type mapping in CAT(0) space

Swati Tomar, Surjeet Singh Chauhan (Gonder)

Published Online: 27 Aug 2026DOI: 10.47974/JIM-2650

In this paper: This study presents a new M*-Noor hybrid approach for approximating fixed point of Kannan Suzuki Condition (KSC) type mappings in CAT(0) space. This method combines M* iteration with the Noor iteratio...

AbstractReferencesFull Text PDF (434 KB)Views: 82Downloads: 95Citations: 0
Open Access Research Article·pp. 2413–2420·Vol. 29, Issue 8Aug 2026

Integral equations solvability in extended rectangular b-metric space via rational-type contractions

Kanika Rana, Surjeet Singh Chauhan (Gonder)

Published Online: 25 Aug 2026DOI: 10.47974/JIM-2626

In this paper: In this study, generalized rational type contraction mappings and its research is done in the framework of extended rectangular b-metric space (Erbms) under the condition that rational type contractio...

AbstractReferencesFull Text PDF (415 KB)Views: 149Downloads: 143Citations: 0