Using the transition structure\'s generalized reciprocity and the phase relationship between its scattering matrix entries,the sign ambiguity was removed and the transition structure\'s mixed mode wave transfer matrix was obtained.

A generalized reciprocity integral(GRI) method is applied to cavities with complex termination.

A modified sequential linear programming algorithm is presented, whose subproblem is always solvable, for the extended linear complementarity problem(XLCP), the global convergence of the algorithm under assumption of X_row sufficiency or X_column monotonicity is proved.

In the dissertation, we consider the self-adaptive trust region method for system of nonlinear equations, and apply this method to solve generalized nonlinear complementarity problems.

A gradient-based neural network for the general linear complementarity problem;

In this paper,a smooth merit function is constructed for general linear complementarity problem(GLCP),which possesses fine coercive property.

A nongradient neural network is presented for solving a kind of the general linear complementarity problem.