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ON RESULTS OF HARDY-ROGERS AND REICH IN CONE B-METRIC SPACE OVER BANACH ALGEBRA AND APPLICATIONS
Journal article   Peer reviewed

ON RESULTS OF HARDY-ROGERS AND REICH IN CONE B-METRIC SPACE OVER BANACH ALGEBRA AND APPLICATIONS

Zoran D. Mitrovic and Nawab Hussain
Scientific bulletin. Buletin științific. Series A, Applied mathematics and physycs [i.e. physics] / UPB. Series A, Applied mathematics and physyics [i.e. physics, Vol.81(4), pp.147-154
01/01/2019

Abstract

Mathematics Mathematics, Applied Physical Sciences Physics Physics, Multidisciplinary Science & Technology
In this paper, we establish certain recent results of Miculescu and Mihail [J. Fixed Point Theory Appl. 19, 2153-2163 (2017)] and of Suzuki [J. Inequal. Appl. 2017, 256, 11 p.] in cone b-metric spaces over Banach algebra. Also, we prove Reich contraction theorem in such spaces. Our results generalize, improve and complement several ones in the existing literature.

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