Fixed point theorems in complex valued b-metric spaces

Dinanath Barman; Krishnadhan Sarkar; Kalishankar Tiwary

doi:10.5937/matmor2301085b

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Fixed point theorems in complex valued b-metric spaces

Dinanath Barman Krishnadhan Sarkar Kalishankar Tiwary

Year: 2023 Journal: Mathematica Moravica Vol: 27 (1)Pages: 85-96 Publisher: Faculty of Agronomy in Čačak

DOI: 10.5937/matmor2301085b

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Abstract

In this paper, we have proved common fixed point theorems using Hardy and Rogers type contraction condition in complex-valued b-metric spaces The results of the paper extend the results proved in S. Ali [1].

Keywords:

Metric space Mathematics Fixed-point theorem Contraction (grammar) Fixed point Pure mathematics Type (biology) Discrete mathematics Mathematical analysis

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Fixed Point Theorems Analysis

Physical Sciences → Mathematics → Geometry and Topology

Fixed point theorems in complex valued b-metric spaces

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