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Faculty members

Content

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NAWAL MOHAMMED HULAYYIL ALHARBI

Assistant Professor
College of Sciences
Department of Mathematics

Personal data

    Scientific qualifications

    • PhD in Mathematics

    Research interests

    • Doctoral student

    Published research

    • A Study of Fuzzy Fixed Points and Their Application to Fuzzy Fractional Differential Equations (2025-04-22)
    • Efficient Fixed-Point Method with Application to a Fractional Blood Flow Model (2025-11-20)
    • Fixed-Point Results with Applications in Generalized Neutrosophic Rectangular <i>b</i>-Metric Spaces (2024-12-01)
    • Solving Fractional Boundary Value Problems with Nonlocal Mixed Boundary Conditions Using Covariant <i>JS</i>-Contractions (2024-08-01)
    • Extension of the Beta function in several variables and applications for multivariate orthogonal polynomials (2025-10-16)
    • Vitex agnus-castus protects the lungs against lipopolysaccharide-induced toxicity in mice (2019-03-01)
    • Solving Fractional Boundary Value Problems with Nonlocal Mixed Boundary Conditions Using Covariant JS-Contractions (2024-01-01)
    • Fixed-point results with application to solving fuzzy boundary value problems (2025-01-01)
    • Fixed-Point Results with Applications in Generalized Neutrosophic Rectangular b-Metric Spaces (2024-01-01)
    • Existence, Optimal Control, and Numerical Analysis of a Caputo Fractional Model for Oxygen Saturation Regulation (2026-01-01)
    • A Study of Fuzzy Fixed Points and Their Application to Fuzzy Fractional Differential Equations (2025-01-01)
    • Solving multi-order fractional differential equations using covariant contraction principle (2025-01-01)
    • Solving multi-objective optimization problems through unified approach (2017-01-01)
    • Fixed Point Results for Large Closed Four-Step Orbital Contractions in Metric Spaces (2026-01-01)
    • Efficient Fixed-Point Method with Application to a Fractional Blood Flow Model (2025-01-01)
    • Fixed Point Results for Large Closed Four-Step Orbital Contractions in Metric Spaces (2026-05-14)
    • Existence, Optimal Control, and Numerical Analysis of a Caputo Fractional Model for Oxygen Saturation Regulation (2026-03-11)

    Teaching materials

    • Calculus 1
    • Calculus 2
    • Complex analysis

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