In this talk,we present an efficient approach for finding the p smallest eigenvalues and their associated eigenvectors represented in a prescribed tensor-train(TT)format by solving the trace-minimizat
Contour integral based type methods are suitable for solving interior sparse eigenvalue problems that are the central problem arises in many kinds of density functional theory(DFT)based nanostructure
This mini-symposium gives a fresh perspective of the science of automatic control through the exposition of the root problems,the fundamental principles and the useful methodologies of disturbance rej
In this paper we consider boundary stabilization for a multidimensional wave equation with boundary control matched disturbance that depends on both time and spatial variables.
The working property modeling of electrical material under extreme excitations,probably involving DC-biasing and/or multi-harmonics source,and the validations of large-scale modeling and numerical com
In this talk we consider both the semi-discrete and fully discrete local discontinuous Galerkin(LDG)schemes for the drift-diffusion(DD)model of one dimensional semiconductor devices.