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Muhammad Nazam

Observed name: M. Nazam
ORCID: 0000-0002-1274-1936
Observed ORCID: 0000-0002-1274-1936
OpenAlex ID: A5041565671
Fixed point problems for generalized contractions with applications
2021 · Muhammad Nazam, Choonkil Park, et al. · Advances in Difference Equations · 28
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F -Metric, F-Contraction and Common Fixed-Point Theorems with Applications
2019 · Awais Asif, Muhammad Nazam, et al. · Mathematics · 28
Nemytzki-Edelstein-Meir-Keeler Type Results in b -Metric Spaces
2018 · Hassen Aydi, Radoje Banković, et al. · Discrete Dynamics in Nature and Society · 28
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Existence theorems for (Ψ,Φ)-orthogonal interpolative contractions and an application to fractional differential equations
2022 · Muhammad Nazam, Hassen Aydi, et al. · Optimization · 21
Coincidence and common fixed point theorems for four mappings satisfying (alpha(s),F)-contraction
2018 · Muhammad Nazam, Muhammad Arshad, et al. · Nonlinear Analysis Modelling and Control · 19
Two new types of fixed point theorems for F-contraction
2016 · Sami Khan, Muhammad Arshad, et al. · Journal of Advanced Studies in Topology · 15
Generalized Interpolative Contractions and an Application
2021 · Muhammad Nazam, Hassen Aydi, et al. · Journal of Mathematics · 13
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On Jc‐contraction and related fixed‐point problem with applications
2020 · Muhammad Nazam · Mathematical Methods in the Applied Sciences · 13
Some variants of Wardowski fixed point theorem
2021 · Muhammad Nazam, Hassen Aydi, et al. · Advances in Difference Equations · 11
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Fixed point theorems for weakly beta-admissible pair of F-contractions with application
2019 · Muhammad Nazam, Nawab Hussain, et al. · Nonlinear Analysis Modelling and Control · 11
Existence of common fixed points of improved F-contraction on partial metric spaces
2017 · Muhammad Nazam, Muhammad Arshad, et al. · Applied General Topology · 11
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Some fixed point results for dualistic rational contractions
2016 · Muhammad Nazam, Muhammad Arshad, et al. · Applied General Topology · 11
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Existence of Fixed Points of Four Maps for a New Generalized F -Contraction and an Application
2019 · Muhammad Nazam, Hassen Aydi, et al. · Journal of Function Spaces · 10
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Fixed points of (α,ψ)‐contractions in Hausdorff partial metric spaces
2018 · Muhammad Nazam, Özlem Acar · Mathematical Methods in the Applied Sciences · 10
On a Fixed Point Theorem with Application to Integral Equations
2016 · Muhammad Nazam, Muhammad Arshad · International Journal of Analysis · 10
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Exploring Fixed-Point Theorems in k-Fuzzy Metric Spaces: A Comprehensive Study
2024 · Muhammad Nazam, Seemab Attique, et al. · Axioms · 9
Existence results for the families of multi-mappings with applications to integral and functional equations
2023 · Tahair Rasham, Muhammad Nazam, et al. · Journal of Inequalities and Applications · 9
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On (Λ,Υ,ℜ)-Contractions and Applications to Nonlinear Matrix Equations
2019 · Eskandar Ameer, Muhammad Nazam, et al. · Mathematics · 9
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Fixed point theorems for improved α -Geraghty contractions in partial metric spaces
2016 · Muhammad Nazam, Muhammad Arshad, et al. · The Journal of Nonlinear Sciences and Applications · 9
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Common Fixed-Point Theorems in the Partial b -Metric Spaces and an Application to the System of Boundary Value Problems
2021 · Muhammad Nazam, Zahida Hamid, et al. · Journal of Function Spaces · 8
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Some results in cone metric spaces with applications in homotopy theory
2020 · Muhammad Nazam, Anam Arif, et al. · Open Mathematics · 8
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Orbital b-metric spaces and related fixed point results on advanced Nashine–Wardowski–Feng–Liu type contractions with applications
2023 · Tahair Rasham, Muhammad Sajjad Shabbir, et al. · Journal of Inequalities and Applications · 7
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Existence of Common Fixed Points of Generalized ∆-Implicit Locally Contractive Mappings on Closed Ball in Multiplicative G-Metric Spaces with Applications
2022 · Tahair Rasham, Muhammad Nazam, et al. · Mathematics · 7
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Hybrid pair of multivalued mappings in modular-like metric spaces and applications
2022 · Tahair Rasham, Muhammad Nazam, et al. · AIMS Mathematics · 7
On a fixed point theorem with application to functional equations
2019 · Muhammad Nazam, Muhammad Arshad, et al. · Open Mathematics · 7
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Works count: 83
Citation count: 430
H-index: 11
I10-index: 15
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