Some New Features of a Complete Generalized Metric Space

K. Rauf, E. O. Oladipo and B. Y. Aiyetan

ABSTRACT

Abstract

In this paper, existence and uniqueness of fixed points of operators satisfying certain contractive conditions in a complete -metric space are stated and proved. Furthermore, the stability of Picard iterative procedure is investigated for mappings satisfying some fairly general contractive conditions in a complete -metric space.

Keywords: Complete; Mapping; Stability; Iteration.

IUMJ At a Glance

  • Online ISSN:2617-6513
  • Print ISSN:2409-0263

Volume Info

Volume 6 Issue 3, September, 2019

Citation Info

APA
K. Rauf, E. O. Oladipo and B. Y. Aiyetan, Some New Features of a Complete Generalized Metric Space, Islamic University Multidisciplinary Journal (IUMJ), v. 6 n. 3, 147-166, September, 2019. ISSN 2617-6513. Available at: https://iuiu.ac.ug/iumj/ArticleDetails.aspx?jid=10&did=92. Date accessed: 23 May, 2022
BIBTEX
@misc{K.+E.,author = "K. Rauf, E. O. Oladipo and B. Y. Aiyetan",title = "Some New Features of a Complete Generalized Metric Space",journal = " Islamic University Multidisciplinary Journal (IUMJ)",year = " September, 2019", pages = " 147-166" }