| عنوان البحث | ملخص البحث |
| "septic b-spline method of the korteweg-de vries- burger's numerical simulation, available | |
| application of the non-pokynomial spline approach to the solution of the burgers'equation,"the open applied mathematics journal, vol.1,15-20, | |
| "a hybrid intelligent approach to multi-objective optimzation problems", first international conference on intelligent computing and information systems, icicis, june 24-26, | |
| "numerical solution of the korteweg-de vried- burgers equation by using quintic spline method", studia univ. babes- bolyal", mathematica, volume xlume xlvll, number2, pp,41-55. | |
| "the use of adomian decomposition method for solving the regularized long-wave equqtion", chaos, solitons &fractals, volume 26, lssue 3, november pages 747-757 | |
| "a numerical solution of the burger's equation using septic", chaos, solitons &fractals, volume 26, lsseu 3, november , 795-804. | |
| "numerical treatment for the modified burgers equation", mothematics and computers in simulation, volume 70, lssue 2,8 september, pages 90-98. | |
| "exact solution of the hierachical koteweg-de vries equation of microstructred granular materials" accepted for publication in chaos solitons& fractals. | |
| "on the snalytical and numerical solutions of the one-dimensional vonlinear burger's equation" the open applied mathematics journal, 1, 1-81. | |
| "the use of non polynomial splines for solving a fourth order porabolic partial differential equation" proceeding of the mothematical and physical society of egypt, | |
| No-Polynomial Spline Method for the solution of the dissipative wave Equation | |
| "Numerical Solution for the Linear time and Space Fractional Diffusion Equation" | |
| "Two iterative algorithms for the reflexive and Hermetian reflexive solutions of the generalized Sylvester matrix equation | |
| "A Finite iterative algorithms for the solutions of the Sylvester – Conjugate equations
"AV+BW=EVF + C and AV_BW=EVF=C" | |
| Numerical of the Cubic Non – Linear Schrodinger Equation | |
