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husseinjaradat@yahoo.com
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Research

Researche Title	عنــوان البحــث	Publishing Year
Symbolic Computation on Soliton Solutions for Variable-coefficient Quantum Zakharov-Kuznetsov Equation in Magnetized Dense Plasmas
New Multiple-Kink Solutions and Singular-Kink-Solutions of (2 + 1) -Dimensional Coupled Burgers System with Time Variable Coefficients
A study on the two-mode coupled modified Korteweg-de Vries using the simplified bilinear and the trigonometric-function methods, Nonlinear Dynamics, 90(2): 1363?1371
Analytic Solution of Fractional Integro-differential Equations. the Annals of the university of Craiova-Mathematics and computer science series 38(1), 2011, 1-10.
Numerical solution of linear differential-algebraic equations using Chebyshev polynomials , International Mathematical Forum. 3, 2008, no. 39, 1933 - 1943
Solving System of DAEs by Homotopy Analysis Method. Journal of Chaos, Solitons & Fractals 42 (2009) 1422-1427
Analytical solution of the time-fractional Phi-4 equation by using modified residual power series method, Nonlinear Dynamics, 90(4): 2525?2529.
.Numerical Solution of Linear Integro-differential Equations, Journal of Mathematics and Statistics, 4(4):250-254,2008.
A modified approach for a reliable study of new nonlinear equation: Two-mode Korteweg-de Vries-Burgers equation
Dynamic Behavior of Traveling Wave Solutions for New Couplings of the Burgers Equations with Time-Dependent Variable Coefficients
Necessary conditions of coupled mKdV-BLMP system for multiple-soliton solutions to exist
On a numerical scheme for solving multi-order fractional differential equations. Tamsui Oxford Journal of Mathematical Sciences (TOJMS) 26(3) (2010) 305-320
On a class of Inverse Problem for Degenerate Differential Equations . World Academy of Science, Engineering and technology 71 (2010) 148-150
Two-mode coupled Burgers equation: Multiple-kink solutions and other exact solutions
Series Solutions to the Two Point Boundary Value Problems Using Modified Homotopy Analysis Method. Analele Universitatii Oradea Fasc. Matematica Tom XVIII (2011), 65-78.
A two-mode coupled Kortewegde Vries: multiple-soliton solutions and other exact solutions
Anew simplified bilinear method for the N-soliton solutions for a generalized FmKdV equation with time-dependent variable coefficients
New solitary wave and multiple soliton solutions for the time-space coupled fractional mkdV equations with time-dependent coefficients
An Accurate Integral Solution for Solving the Pantograph Equation.
.A Numerical Method for Solving Linear Integral Equations. International Journal of Contemporary Mathematical Sciences, vol. 4, no. 10, pp. 485-496, 2009.
A reliable study of new nonlinear equation: Two-mode Kuramoto-Sivashinsky
Mathematical analysis and physical interpretation on new multiple solitonic solutions of N-coupled modified kdV system
.Series Solutions to the High-order Integro-differential Equations. Analele Universitatii Oradea Fasc. Matematica, Tom XVI (2009), pp. 247-257.
Approximate solutions to the generalized time-fractional Ito system
Controllable dynamical behaviors and the analysis of fractal Burgers hierarchy with the full effects of in homogeneities of media
New solitary wave and multiple soliton solutions for the time-space fractional Boussinesq equation
.Homotopy analysis method for delay-integro-differential equations. Jordan Journal of Mathematics and Statistics (JJMS) 2009, 2(1), pp 15-23
An accurate method for solving singular second-order fractional Emden-Fowler problem
A new numerical method for heat equation subject to integral specifications
New solitary wave and multiple soliton solutions for fifth order nonlinear evolution equation with time variable coefficients
Dynamic Behavior of Traveling Wave Solutions for a class for the time-space coupled fractional kdV system with time-dependent coefficients