Furthermore,a regular Triply Iterative Algorithm(TIA) following the gradient descent idea is used to seek the minimum point of the tri-quadratic cost function by alternately estimating one of the three independent variables parameter subsets,obtaining a column block of the unitary matrix.

A new triply iterative algorithm(TIA) following the gradient descent idea is developed to minimize a novel least squares cost function named tri-quadratic cost function which is used to express the approximation of joint block-inner diagonalization.

A novel and innovative three-step iterative algorithm to compute approximate solution was constructed.

The Cost Calculation Research on Actual Price Iteration Algorithm for Coating Production Input-output Method;

Study and application of parallel iteration algorithm;

The iteration algorithm of applying singular value decomposition about ridge-estimate;

Symmetric Mesh-Iterative Algorithms for Image Reconstruction;

An iterative algorithm applied to structural physical parameter identification;

Novel SFBC-OFDM system with iterative algorithm;

An iterative method for the least squares solutions of a pair of matrix equations and its optimal approximation;

A corresponding iterative method is presented by making use of conjugate gradient method.

Two iterative methods and corresponding discriminative condition of convergence are proposed.

Three-steps iterative algorithms for variational inequalities;

As the calculation speed of the CPU is fast developed, more consideration is paid to the iterative algorithms in tomographic reconstruction, which were only experimented as a research method before.

By using projection method,we construct some new iterative algorithms for solving this class of systems of variational inequalities,and we prove the strong convergence of iterative sequences generalized by the algorithms.