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Common Fixed Point Theorems in Complex-Valued Non-Negative Extended b-Metric Spaces
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We introduce complex valued non-negative extended b-metric spaces and establish new fixed point results for mappings under some rational contractions. Our idea
improves and extends corresponding fixed point theorems in the setting of b-metric, extended b-metric and classical metric spaces. Nontrivial examples are provided to support
the hypotheses and usefulness of the main result obtained herein. Motivated by the ideas presented in [3, 8, 21], we introduce the concept of complex valued non-negative extended b-metric spaces and establish new fixed point theorems for mappings under some rational contractive inequalities. Our idea improves and extends the above mentioned articles and a few others in the corresponding literature. Nontrivial examples are provided to indicate the usefulness
and validity of the main result obtained herein
Title: Common Fixed Point Theorems in Complex-Valued Non-Negative Extended b-Metric Spaces
Description:
We introduce complex valued non-negative extended b-metric spaces and establish new fixed point results for mappings under some rational contractions.
Our idea
improves and extends corresponding fixed point theorems in the setting of b-metric, extended b-metric and classical metric spaces.
Nontrivial examples are provided to support
the hypotheses and usefulness of the main result obtained herein.
Motivated by the ideas presented in [3, 8, 21], we introduce the concept of complex valued non-negative extended b-metric spaces and establish new fixed point theorems for mappings under some rational contractive inequalities.
Our idea improves and extends the above mentioned articles and a few others in the corresponding literature.
Nontrivial examples are provided to indicate the usefulness
and validity of the main result obtained herein.
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