In this paper,the Hamiltonian system of EM waveguide is introduced and the consistent and lumped mass matrices are constructed after symplectic regularization and semi-analytical discretization.

Fourier and Tikhonov regularization methods for solving a class of backward heat conduction problems;

Tikhonov regularization approach was used to alleviate the illness of inverse formula in(order) to get real solution or stable approximate solution.

In this paper, the Tikhonov regularization method and the L-curve criterion for determing the regularization facto.

Restoration method of blurred image based on regularization in spatial domain;

Region Feature Extraction Based on Improved Regularization Method in SAR Image;

Post-processing of low rate compressed image using edge preserving regularization;

This paper uses Tikhonov regulation method to solve the first kind Fredholm integral equation which gets the solution of the inverse problem in time,and based on the advantage of the genetic algorithms presents a ex- ample of inverse problem.

A regularization method for determining the source term in a heat equation;

The GA(genetic algorithm) and regularization method calculating the structure load in the inverse problems are presented in this paper, and they are compared with the result by the example.

A new edge detection of SAR images is presented by analyzing regularization method.

A new class of regularizing filters is applied to solve the first kind of opertor equation.

By using the sigular system theory of compact operator, a new regularizing filter and a new regularization method for solving ill-posed problems are established.

According to the theory of singular system of compact operators, a new family of regularizing filters is set forth, and then a new class of reegularization strategies for solving ill-posed problems of the first kind equations is constructed.