Fixed point theorem satisfying cyclical conditions in b-Menger spaces
In this work, we prove a fixed point theorem for mapping with cyclical conditions using comparison function in b-Menger spaces. We support our results by an example.
Mbarki Abderrahim, Oubrahim Rachid
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Boyd and Wong Type Fixed Point Theorems in Partial Metric Spaces
In this paper, we present fixed point results for Boyd and Wong type [3] generalized contractive condition in partial metric spaces. In particular, we generalize the fixed point results due to Akkouchi [1] in complete partial metric spaces in which the ...
Nziku Faustine, Kumar Santosh
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Some fixed point results on ultrametric spaces endowed with a graph
The present article deals with new fixed point theorems by means of GG-strongly contractive maps. The research findings are demonstrated in a spherically complete ultrametric space with a graph for single-valued mappings. The special cases of the results
Acar Özlem+2 more
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Fixed point results for generalized convex orbital Lipschitz operators
Krasnoselskii’s iteration is a classical and important method for approximating the fixed point of an operator that satisfies certain conditions. Many authors have used this approach to obtain several famous fixed point theorems for different types of ...
Zhou Mi+4 more
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Fixed point theorems for nonlinear contractive mappings in ordered b-metric space with auxiliary function. [PDF]
Seshagiri Rao N, Kalyani K, Mitiku B.
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Some fixed point results of generalized ( ϕ , ψ )-contractive mappings in ordered <i>b</i>-metric spaces. [PDF]
Mitiku B, Karusala K, Namana SR.
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Analysis of COVID-19 model under Caputo fractional derivative with case study of Algeria
Benterki A, Benbachir M.
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A cohomological index of Fuller type for parameterized set-valued maps in normed spaces
Skiba Robert
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Common fixed point theorems for ( T , g ) F -contraction in b-metric-like spaces. [PDF]
Yu D, Chen C, Wang H.
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Approximation of the multiplicatives on random multi-normed space. [PDF]
Agarwal RP, Saadati R, Salamati A.
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