New fuzzy φ-fixed point results employing a new class of fuzzy contractive mappings. - Hayel N. Saleh; Idrees A. Khan; Mohammad Imdad; Waleed M. Alfaqih (J. Intell. Fuzzy Syst., 2019)

New Fixed Point Results via (θ, ψ)R-Weak Contractions with an Application. - Mohammad Imdad; Based Ali; Waleed M. Alfaqih; Salvatore Sessa 002; Abdullah Aldurayhim (Symmetry, 2020)

Fixed Circle and Fixed Disc Results for New Types of Θc-Contractive Mappings in Metric Spaces. - Hayel N. Saleh; Salvatore Sessa 002; Waleed M. Alfaqih; Mohammad Imdad; Nabil Mlaiki (Symmetry, 2020)

A Commingle between the Contractive Conditions of Type Jungck and a General Weak Commutativity Concept. - Salvatore Sessa 002; Waleed M. Alfaqih; Mohammad Imdad (Symmetry, 2020)

θ*-Weak Contractions and Discontinuity at the Fixed Point with Applications to Matrix and Integral Equations. - Atiya Perveen; Waleed M. Alfaqih; Salvatore Sessa 002; Mohammad Imdad (Axioms, 2021)

Common Fixed Point Results for Almost ℛg-Geraghty Type Contraction Mappings in b2-Metric Spaces with an Application to Integral Equations. - Samera M. Saleh; Salvatore Sessa 002; Waleed M. Alfaqih; Fawzia Shaddad (Axioms, 2021)

Fuzzy relation-theoretic contraction principle. - Waleed M. Alfaqih; Based Ali; Mohammad Imdad; Salvatore Sessa 002 (J. Intell. Fuzzy Syst., 2021)

New Relation-Theoretic Fixed Point Theorems in Fuzzy Metric Spaces with an Application to Fractional Differential Equations. - Samera M. Saleh; Waleed M. Alfaqih; Salvatore Sessa 002; Ferdinando Di Martino (Axioms, 2022)