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Common coupled fixed point theorem for two pairs compatible and sub-sequentially continuous mapping
Faculty
Science
Year:
2024
Type of Publication:
ZU Hosted
Pages:
401–407
Authors:
Hany Ahmed Atia Abdelrahman
Staff Zu Site
Abstract In Staff Site
Journal:
Journal of Ocean Engineering and Science Shanghai Jiaotong University
Volume:
9
Keywords :
Common coupled fixed point theorem , , pairs
Abstract:
This study establishes a common coupled fixed point for two pairs of compatible and sequentially continuous mappings in the intuitionistic fuzzy metric space that satisfy the φ–contractive conditions. Many basic definitions and theorems have been used from some recent scientific papers about the binary operator, t-norm, t-conorm, intuitionistic fuzzy metric space, and compatible mapping for reaching to the paper’s purpose.
Author Related Publications
Hany Ahmed Atia Abdelrahman, "Separation Problem for Bi-Harmonic Differential Operators in Lp-Spaces on Manifolds", springer, 2019
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Hany Ahmed Atia Abdelrahman, "Essential Self-adjointness for Covariant Tri-Harmonic Operators on Manifolds and the Separation Problem", DergiPark, 2022
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Hany Ahmed Atia Abdelrahman, "On separability of non-linear Schrodinger operators with matrix potentials", De Gruyter, 2022
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Hany Ahmed Atia Abdelrahman, "Magnetic Bi-Harmonic Differential Operators on Riemannian Manifolds and the Separation Problem", Journal of Contemporary Mathematical Analysis, 2016
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Hany Ahmed Atia Abdelrahman, "Separation Problem for Second Order Elliptic Differential Operators on Riemannian Manifolds", Journal of Computational Analysis and Applications, 2015
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Department Related Publications
Heba Ibrahim Mustafa, "Soft Rough Approximation Operators on a Complete Atomic Boolean Lattice", Hindawi Publishing Corporation, 2013
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Mohamed mohamed abdel hamid allaan, "Two Temperature Theory in a Rotating Semiconducting Medium Under Photothermal Theory with Hydrostatic Initial Stress", American Scientific Publishers, 2017
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