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Title
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Extraction new results of common fixed point theorems for $(T, \alpha_s, F) $-contraction of six mappings in tripled $b$-metric space with an application of integral equations
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Type
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JournalPaper
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Keywords
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$\alpha_S$-complete tripled $b$-metric; $(T, \alpha_s, F)$-contractions; Common fixed point
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Abstract
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The aim of this work is to usher in a tripled $b$-metric spaces, triple weakly $\alpha_s$-admissible, triangular partially triple weakly $\alpha_s$-admissible and their properties for the first time. Also, we prove some theorems about coincidence and common fixed point for six self-mappings. On the other hand, We present a new model, and talk over an application of our results to establish the existence of common solution of the system of Volterra-type integral equations in triple $b$-metric space. Finally, we give an examples to illustrate our main results.
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Researchers
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Mohammad Esmael Samei (Second Researcher), Ghorban Khlilzadeh Ranjbar (First Researcher)
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