RESEARCHER PROFILE

Suheil A. Khuri

← Back to American University of Iraq Baghdad

S

American University of Iraq Baghdad

Fractional Differential Equations SolutionsDifferential Equations and Boundary ProblemsNonlinear Differential Equations AnalysisNumerical methods for differential equationsDifferential Equations and Numerical Methods

Suheil A. Khuri works in Fractional Differential Equations Solutions, Differential Equations and Boundary Problems, Nonlinear Differential Equations Analysis, Numerical methods for differential equations, Differential Equations and Numerical Methods. Recorded institutional associations include American University of Iraq Baghdad.

26Publications
485Citations
9H-index

Inclusion identifies researchers whose recorded research contributions may inform their university’s understanding of its research community. It does not rank individual research quality or establish current employment.

Selected research works

Up to 100 highly cited works; DOI links open the original research. Counts reflect the collected record, not real-time citation totals.

  1. A Laplace decomposition algorithm applied to a class of nonlinear differential equations

    2001 · 347 citations

  2. New approach for soliton solutions for the (2 + 1)-dimensional KdV equation describing shallow water wave

    2022 · 17 citations

  3. An Efficient Semi-Analytical Solution of a One-Dimensional Curvature Equation that Describes the Human Corneal Shape

    2019 · 17 citations

  4. The variational iteration method for solving the Volterra integro-differential forms of the Lane-Emden and the Emden-Fowler problems with initial and boundary value conditions

    2015 · 14 citations

  5. A variational approach to a BVP arising in the modelling of electrically conducting solids

    2012 · 14 citations

  6. Spline-based numerical treatments of Bratu-type equations

    2012 · 14 citations

  7. Solution of a Complex Nonlinear Fractional Biochemical Reaction Model

    2022 · 12 citations

  8. Solution of a nonlinear fractional COVID-19 model

    2022 · 11 citations

  9. Numerical simulation of the fractional Lienard’s equation

    2019 · 9 citations

  10. On the modified Taylor's approximation for the solution of linear and nonlinear equations

    2004 · 7 citations

  11. An extended variational iteration method for fractional BVPs encountered in engineering applications

    2023 · 5 citations

  12. NUMERICAL SOLUTION OF A CLASS OF NONLINEAR SYSTEM OF SECOND-ORDER BOUNDARY-VALUE PROBLEMS: A FOURTH-ORDER CUBIC SPLINE APPROACH

    2015 · 4 citations

  13. Numerical solution of fractional Bratu–type BVPs: a generalized variational iteration approach

    2020 · 3 citations

  14. A Class of Boundary Value Problems Arising in Mathematical Physics: A Green’s Function Fixed-point Iteration Method

    2015 · 3 citations

  15. Decomposition method for solving a nonlinear business cycle model

    2003 · 3 citations

  16. Generalized third-order fractional heat conduction with nonlinear sources: a Green’s function fixed-point approach

    2026 · 1 citations

  17. An alternate approach for optical solutions to the Date–Jimbo–Kashiwara–Miwa equation

    2023 · 1 citations

  18. The successive differentiation computer-assisted method for solving well-known scientific and engineering models

    2018 · 1 citations

  19. ON THE PROPERTIES OF A CLASS OF POLYHARMONIC FUNCTIONS

    2013 · 1 citations

  20. Numerical Techniques for Solving a Biharmonic Equation in a Sectorial Region

    2001 · 1 citations

  21. A semi-analytical approach for solving a fractional-order mathematical model of skin cell damage and repair driven by environmental pollutants

    2026 · 0 citations

  22. Bright and dark optical solitons in optical metamaterials using a variety of distinct schemes for a generalized Schrodinger equation

    2024 · 0 citations

  23. An approach for the approximate solution of the fractional Troesch’s problem

    2023 · 0 citations

  24. A NUMERICAL INVESTIGATION OF THE BUCKLING OF DOUBLY CLAMPED NANO-ACTUATORS GOVERNED BY AN INTEGRO-DIFFERENTIAL EQUATION

    2022 · 0 citations

  25. A spline collocation approach for a business cycle model with small gestation period in production

    2016 · 0 citations

← Return to the university profile