Results 61 to 70 of about 398 (70)
Coincidence point theorems for hybrid pairs of single-valued and multi-valued mappings on an arbitrary non-empty set with values in a partial metric space using a partial Hausdorff metric have been proved.
M. Abbas, Basit Ali
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In this paper, we introduce a new contractive condition for a pair of commuting mappings in partially ordered G-metric spaces. Some new coupled coincidence point and coupled common fixed point theorems are obtained.
F. Gu, Shuhang Zhou
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In this paper, we prove some quadruple coincidence and quadruple common fixed point theorems for F:X4→X and g:X→X satisfying (ϕ−ψ) contractions in partially ordered G-metric spaces. We illustrate our results based on an example of the main theorems. Also,
Z. Mustafa
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On common fixed point theorems for $(\psi, \phi)$-generalized $f$-weakly contractive mappings
In this paper, we present some common fixed point theorems for. ;'/-generalizedf - weakly contractive mappings in metric and ordered metric spaces. Our results extend, generalize and improve some well-known results in the literature.
H. Aydi
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New generalized pseudodistance and coincidence point theorem in a b-metric space
In this paper, in a b-metric space, we introduce the concept of b-generalized pseudodistances which are the extension of b-metric. Next, inspired by ideas of Singh and Prasad we define a new contractive condition with respect to this b-generalized ...
R. Plebaniak
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The Demyanov metric and some other metrics in the family of convex sets
Rzeżuchowski Tadeusz
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Fixed points for cyclic orbital generalized contractions on complete metric spaces
Karapınar Erdal+2 more
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Fixed points of two interpolative cyclic contractions in b-metric spaces. [PDF]
Devi D, Debnath P.
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A Result on Fixed Points in Rectangular S-Metric Spaces
INTERNATIONAL JOURNAL OF MATHEMATICS AND COMPUTER RESEARCHIn this paper, the notion of rectangular S-metric which extends rectangular metric spaces introduced by Branciari. The results obtained expand and generalize several well-established findings in the existing literature.
Asmita Yadav, A. S. Saluja
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Coupled fixed point theorems with monotone property in soft b-metric space
, 2017In the present paper first we define Soft Metric Space, b-Soft Metric Space, Monotone property and α-Monotone property and then we establish two results.
B. R. Wadkar, B. Singh, R. Bhardwaj
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