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FIXED POINT THEOREMS FOR α-Ψ-CONTRACTIVE MAPPING IN Sb-METRIC SPACES.
FIXED POINT THEOREMS FOR α − ψ− CONTRACTIVE MAPPING IN Sb-METRIC SPACES 1.
Introduction Throughout this paper, denote all Page 1 Journal of Mathematical Analysis ISSN …
Introduction Throughout this paper, denote all Page 1 Journal of Mathematical Analysis ISSN …
Symmetrical hybrid coupled fuzzy fixed-point results on closed ball in fuzzy metric space with applications
In this research, we establish some new fixed-point results for a symmetric coupled
dominated fuzzy map** satisfying a new advanced contraction on a closed ball in the …
dominated fuzzy map** satisfying a new advanced contraction on a closed ball in the …
[PDF][PDF] Fixed point theorems in controlled J− metric spaces
In this article, we introduce a new extension to J− metric spaces, called CJ− metric spaces,
where θ is the controlled function in the triangle inequality. We prove some fixed point …
where θ is the controlled function in the triangle inequality. We prove some fixed point …
[PDF][PDF] A new type of three dimensional metric spaces with applications to fractional differential equations
In this manuscript, we introduce a three dimension metric type spaces so called J-metric
spaces. We prove the existence and uniqueness of a fixed point for self map**s in such …
spaces. We prove the existence and uniqueness of a fixed point for self map**s in such …
Some Valid Generalizations of Boyd and Wong Inequality and (ψ, ϕ)‐Weak Contraction in Partially Ordered b−Metric Spaces
In this manuscript, we use (ψ, ϕ)‐weak contraction to generalize coincidence point results
which are established in the context of partially ordered b‐metric spaces. The presented …
which are established in the context of partially ordered b‐metric spaces. The presented …
Exploring Novel Fixed Point Solutions in Boundary Value Problems
Within this manuscript, we present an innovative concept of contraction, building upon the
foundation laid by Jleli and Samet. Subsequently, we introduce the concept of θ …
foundation laid by Jleli and Samet. Subsequently, we introduce the concept of θ …
Meir-Keeler contraction map**s in Mb-metric Spaces.
Meir-Keeler contraction map**s in Mb-metric Spaces Page 1 Meir-Keeler contraction map**s
in Mb-metric Spaces N. Mlaiki1, N. Souayah2, K. Abodayeh1, T. Abdeljawad1 Department of …
in Mb-metric Spaces N. Mlaiki1, N. Souayah2, K. Abodayeh1, T. Abdeljawad1 Department of …
[PDF][PDF] Generalized Meir-Keeler contraction map**s in controlledmetric type spaces
Generalized Meir-Keeler contraction map**s in controlled metric type spaces Page 1
Palestine Journal of Mathematics Vol. 10(2)(2021) , 465–474 © Palestine Polytechnic …
Palestine Journal of Mathematics Vol. 10(2)(2021) , 465–474 © Palestine Polytechnic …
[PDF][PDF] Research Article Some Valid Generalizations of Boyd and Wong Inequality and (ψ, ϕ)-Weak Contraction in Partially Ordered b− Metric Spaces
In this manuscript, we use (ψ, ϕ)-weak contraction to generalize coincidence point results
which are established in the context of partially ordered b-metric spaces. e presented work …
which are established in the context of partially ordered b-metric spaces. e presented work …
Teorema Titik Tetap di Ruang Metrik Ms Lengkap
PP Rahayu, A Farahdina - Prosiding Konferensi Nasional …, 2019 - proceedings.ums.ac.id
Konsep ruang metrik pertama kali dicetuskan pada tahun 1906 oleh matematikawan asal
Perancis yaitu Maurice Fréchet. Dengan berjalannya waktu, ternyata penerapan ruang …
Perancis yaitu Maurice Fréchet. Dengan berjalannya waktu, ternyata penerapan ruang …