Thesis
Chebyshev series methods for solving some linear problems. +CD
The main purpose of this work may be divided into the following aspects: 1. Study the Chebyshev polynomials of the first and second kinds defined on the intervals [0,1] and [-1,1] and modify some of their properties. 2. Use two methods to solve the linear ordinary differential equations with nonconstant coefficients, namely, Chebyshev-matrix method and Chebyshev series method. 3. Devote Chebyshev series method to solve system of linear Fredholm integral equations and integro-differential equations.
إنجليزية
Stochastic nonlinear control stablizability based on invers optimality. +CD
The main aim of this work is focused on studying the global asymptotic
إنجليزية
Stochastic nonlinear control stablizability based on invers optimality. +CD
Abstract:
إنجليزية
On optimality of stochastic non-linear tracking control systems.+CD
Abstract:
إنجليزية
G-Spline interpolation for approximating the solution of the ordinary differential equations using linear multistep methods. +CD
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إنجليزية
Modified algorithms for solving linear programming problems. +CD
Abstract:
إنجليزية
Existence theorems of the solutions for the boundary value problems of the impulsive ordinary differential equations. +CD
Abstract:
إنجليزية
Taylor expansion method for solving the non-linear integral and integro-differential equations. +CD
Abstract:
إنجليزية