Abstract
In this paper, an efficient and numerically stable algorithm for computing the positive definite solution of the nonlinear equation is proposed. Some properties of the solution are discussed as well as the sufficient conditions for the existence are obtained. Numerical examples are given to illustrate the accuracy of the proposed technique, which depend on iterative process
∗On leave to the Scientific Department, Education College for Girls, Al-Qassim, Kingdom of Saudi Arabia
∗On leave to the Scientific Department, Education College for Girls, Al-Qassim, Kingdom of Saudi Arabia
Notes
∗On leave to the Scientific Department, Education College for Girls, Al-Qassim, Kingdom of Saudi Arabia