7 Sept 2026Open access
A High-Accuracy Hybrid Method for Linear Fredholm Integral Systems Using Bernoulli Polynomials Coupled with Enhanced Block-Pulse FunctionsPublisher siteMathematics, Fractional Differential Equations Solutions
UniversitiesMohammed Z. Alqarni
Active, last published 2026
In fractional differential equations solutions
Mohammed Z.
Alqarni
Scholar“Research focused on Fractional Differential Equations Solutions and adjacent fields.”
King Khalid University
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01 · About the work
What I study
ohammed Z. Alqarni is a researcher working on Fractional Differential Equations Solutions. A fuller summary will appear once they update their profile.
02 · Reach
Publication output and reach
Mohammed's work has been cited 89 times across 2 active years. Bars show publications per year; the line shows cumulative citation totals across publications first appearing in each year.
03 · Research focus
Topics
Fractional Differential Equations Solutions×8Mathematical functions and polynomials×5Nanofluid Flow and Heat Transfer×5Nonlinear Waves and Solitons×3Electromagnetic Scattering and Analysis×2
04 · Where I am
Affiliations
Affiliation on published researchKing Khalid UniversityDrawn from the institution listed on this researcher’s published work.
Research themes (UN SDGs)
05 · Selected work
Recent publications
5 works1 Apr 2026Open access
A Hybrid Numerical Method Combining Legendre Polynomials and Improved Block-Pulse Functions for Solving Linear Systems of Fredholm Integral EquationsPublisher siteAxioms, Fractional Differential Equations Solutions
5 Apr 2024Open access1cites
Series solution of time-fractional mhd viscoelastic model through non-local kernel approachPublisher siteOptical and Quantum Electronics, Fractional Differential Equations Solutions
16 Jan 2024Open access8cites
Solutions to Fractional q-Kinetic Equations Involving Quantum Extensions of Generalized Hyper Mittag-Leffler FunctionsPublisher siteFractal and Fractional, Fractional Differential Equations Solutions
1 Jan 2024Open access3cites
Analytic properties and numerical representations for constructing the extended beta function using logarithmic meanPublisher siteAIMS Mathematics, Mathematical Inequalities and Applications
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