obtained by suitably discretizing ill-posed operator equations that model many inverse problems arising in various scientific and engineering applications generally requires the use of iterative methods
The book then discusses Simulink and a number of more variable types of problems, including optimization, iterative methods
, partial differential equations, and LaPlace transforms.
Noor: A class of new iterative methods
for solving mixed variational inequalities, Math.
a family of iterative methods
based on the notion of regularization is developed.
Traub, Iterative Methods
for the Solution of Equations, New Jersey: Prentice-Hall, Englewood Cliffs, 1964.
To solve these equations, we can use iterative methods
such as Newton-Raphson (NR) Method and its variants.
Choosing large polynomial degree and comparing the solutions with iterative methods
make more accurate solution.
In the following part of the paper we suppose that the reader has theoretical knowledge of iterative methods
presented in ref.
Many one-step iterative methods
for solving non-linear equations for distinct zeros have been developed using various techniques, see (1 - 7).
includes chapters on Gaussian elimination and its variants, sensitivity of linear systems, the least squares problem, the singular value decomposition, eigenvalues and eigenvectors, and iterative methods
for linear systems.
8, 9] have respectively obtained the symmetric solution and the least-squares symmetric solution of AXB = C by iterative methods
based on the classical Conjugate Gradient Method; Y.
When talking about a real robot, one can use several strategies to achieve this aim, such as the space mapping strategy, the surface scanning strategy, the strategy of iterative methods