Article record · Manuscript supplied
Fixed Point Theorem for Generalized Weak Contraction of Integral-Type in G-Metric Space
Preeti Bhardwaj and Manoj Kumar
Department of Mathematics, Baba Mastnath University, Asthal Bohar, Rohtak, Haryana, India
Volume 1 · Issue 1
Publication record: Publication date and pagination have been assigned for this first issue. The manuscript should still undergo final mathematical proofreading and confirmation of editorial and author approvals before public release. No DOI or e-ISSN has been assigned.
Abstract
In this paper, we shall establish a fixed point theorem in G-metric space by using Picard iterations for generalized weak contraction of integral-type following the concepts of Branciari A. [6] and Rhoades B. E. [12].
Article Details
| Authors | Preeti Bhardwaj and Manoj Kumar |
|---|---|
| Affiliation | Department of Mathematics, Baba Mastnath University, Asthal Bohar, Rohtak, Haryana, India |
| Corresponding author | Manoj Kumar (as marked in the supplied manuscript) |
| Contact emails | bpreetibmu9@gmail.com; manojantil18@gmail.com |
| Keywords | Fixed points; weak contraction; Picard iteration |
| MSC 2010 | 47H10, 54H25 |
| DOI | Not assigned |
| Volume / Issue / Pages | Volume 1, Issue 1, pp. 1–6 |
| Publication date | 24 October 2026 |
Full Text
The typeset article is paginated as pages 1–6. Download the PDF for viewing or the editable DOCX for further corrections.
Download article (PDF) Download editable DOCX
Important quality check: some mathematical expressions in the supplied source may not render completely. Verify every symbol, inequality, theorem statement, and proof in the PDF before the article is made publicly available.
Recommended editorial checks before publication
- Check all equations and mathematical notation throughout the manuscript.
- Confirm authorship, affiliation, corresponding-author details, and permission to publish.
- Check originality and similarity report and assess any overlap in context.
- Complete and document peer review and editorial decision.
- Finalize references, copyediting, issue details, and the actual publication date.