ملخصات الابحاث

المجالات البحثية

A modification of the power series method applied to system of linear ordinary differential equation
A new solution of SIR model by using differential fractional transform method
An approximate analytical solution for system of non-linear fractional diffusion equations
an integral collocation approach based on legendre polynomials for solving Riccati logistic and delay differential equations
Approximate analytical solution to the time fractional biological population method equation
Numerical simulation for the fractional SIRC model and influenza A
On approximate solutions for fractional; Riccati differential equation

الابحاث العلمية

1 - A modication of the power series method applied to systems of linear ordinary dierential equations (3014).

2 - An approximate analytical solution for system of non-linear fractional diusion equations (2014).

3 - The Chebyshev Collection Method for Solving Fractional Order Klein-Gordon Equation (2014).

4 - Solution of fractional optimal control problems by fractional iteration method and di¤erential transform method (2014).

5 - An Integral Collocation Approach Based on Legendre Polynomials for Solving Riccati, Logistic and Delay Differential Equations (2014).

6 - ON APPROXIMATE SOLUTIONS FOR FRACTIONAL RICCATI DI ERENTIAL EQUATION (2014).

7 - Approximate analytical solution to the time-fractional biological population model equation (2014).

8 - Numerical Simulation for the Fractional SIRC Model and Influenza A (2014).

9 - A NEW SOLUTION OF SIR MODEL BY USING THE DIFFERENTIAL FRACTIONAL TRANSFORMATION METHOD (2014).

10 - Two computational algorithms for the numerical solution for system 4 of fractional differential equations (2014).

11 - Numerical Study for the Fractional Differential Equations Generated by Optimization Problem Using Chebyshev Collocation Method and FDM (2013).

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لتعديل بيانات أعضاء هيئة التدريس أرجو مراسلة مركز تكنولوجيا معلومات الجامعة قسم MIS
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