2017•Nonlinear functional analysis and applicationsRequires access

COUPLED FIXED POINT THEOREMS FOR SINGLE-VALUED MAPPINGS IN COMPLETE b-METRIC SPACES

Madhu Singh, Naval Singh, Om Prakash Chauhan, Mudasir Younıs

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Abstract

In this note, certain common fixed point results for single-valued mappings in complete b -metric spaces are obtained. Some illustrative examples are also given which demonstrate the validity of the hypotheses of our results. In process, a host of previously known results in the context of complete b -metric spaces are generalized and improved.

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In this note, certain common fixed point results for single-valued mappings in complete b -metric spaces are obtained. Some illustrative examples are also given which demonstrate the validity of the hypotheses of our results. In process, a host of previously known results in the context of complete b -metric spaces are generalized and improved.

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Available abstract

In this note, certain common fixed point results for single-valued mappings in complete b -metric spaces are obtained. Some illustrative examples are also given which demonstrate the validity of the hypotheses of our results. In process, a host of previously known results in the context of complete b -metric spaces are generalized and improved.

Key concepts: Mathematics, Metric space, Fixed point, Context (archaeology), Fixed-point theorem, Metric (unit), Discrete mathematics, Pure mathematics

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