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[PDF][PDF] A new contraction based on H-simulation functions in the frame of extended b-metric spaces and application
The conceptions of b-metric spaces and metric spaces play a remarkable role in proving
many theorems of uniqueness and existence solution of such equations as integral or …
many theorems of uniqueness and existence solution of such equations as integral or …
Discussion on b-metric spaces and related results in metric and G-metric spaces
In the present manuscript, we employ the concepts of Θ-map and Φ-map to define a strong
(𝜃, 𝜙) s-contraction of a map f in a b-metric space (M, db). Then we prove and derive many …
(𝜃, 𝜙) s-contraction of a map f in a b-metric space (M, db). Then we prove and derive many …
[HTML][HTML] Proinov-type fixed-point results in non-Archimedean fuzzy metric spaces
Very recently, Proinov introduced a great family of contractions in the setting of complete
metric spaces that has attracted the attention of many researchers because of the very weak …
metric spaces that has attracted the attention of many researchers because of the very weak …
On a new version of grierer-meinhardt model using fractional discrete calculus
As mathematical models of biological pattern generation, this study studies the dynamics of
fractional discrete Gierer-Meinhardt reaction-diffusion system. After deriving the discrete non …
fractional discrete Gierer-Meinhardt reaction-diffusion system. After deriving the discrete non …
[PDF][PDF] Fixed point results and (α, β)-triangular admissibility in the frame of complete extended b-metric spaces and application
We establish the notion of τ-generalized contraction for a pair of map**s S1 and S2 over a
set Z, where τ: Z2→[1,+∞) is a function. We appoint our new notion to formulate and prove …
set Z, where τ: Z2→[1,+∞) is a function. We appoint our new notion to formulate and prove …
[PDF][PDF] New contractions and some fixed point results with application based on extended quasi b-metric space
The conceptions of metric spaces and extended b-metric spaces play a major role in proving
many theorems of existence solution of such equations as integral or differential equations …
many theorems of existence solution of such equations as integral or differential equations …
A COMMON FIXED POINT THEOREM IN AN M*-METRIC SPACE AND AN APPLICATION
In this paper, we introduce the concept of M*-metric spaces and how much the M*-metric
and the b-metric spaces are related. Moreover, we introduce some ways of generating M …
and the b-metric spaces are related. Moreover, we introduce some ways of generating M …
Coincidence and fixed point results for generalized weak contraction map** on b-metric spaces
In this paper, we introduce the modification of a generalized (Ψ, L)-weak contraction and we
prove some coincidence point results for self-map**s G, T and S, and some fixed point …
prove some coincidence point results for self-map**s G, T and S, and some fixed point …
(H, Ωb)-Interpolative Contractions in Ωb-distance Map**s with Application
Interpolative Kannan contractions are a refinement of Kannan contraction, which is
considered as one of the significant notions in fixed point theory. Gb-metric spaces is …
considered as one of the significant notions in fixed point theory. Gb-metric spaces is …
Common fixed point results for map**s under nonlinear contraction of cyclic form in b-metric spaces
In this research, we interpret the notion of a b-cyclic (Φ, C, D)− contraction for the pair (g, S)
of self-map**s on the set Y. We employ our definition to introduce some common fixed …
of self-map**s on the set Y. We employ our definition to introduce some common fixed …