【摘 要】
:
This mini-symposium is organized to provide a forum for fellow researchers working on numerical methods for wave propagation problems to present and discuss
【机 构】
:
Univ.of Nevada Las Vegas
论文部分内容阅读
This mini-symposium is organized to provide a forum for fellow researchers working on numerical methods for wave propagation problems to present and discuss their recent advances and achievements.Topics to be covered include but not limited to: hybrid FDTD methods,time-domain finite element methods,spectral methods,high-performance computing,high frequency waves,multiscale methods,novel techniques for metamaterials and cloaking simulations).Note: All invited speakers are confirmed.
其他文献
We present an efficient code for solving large sparse linear systems using the multifrontal method with hierarchically semi-separable(HSS)matrices.The low r
We exploit the long-run behavior for 3-dimensional competitive Lotka-Volterra systems with the equal growth rate perturbed by the same multiplicative noise.
We present nearly O(n)complexity divide-and-conquer methods for finding all the eigenvalues and eigenvectors of a class of symmetric matrices,as well the pe
This minisymposium is concerned with a wide range of innovative matrix computation techniques,including structures,randomization,splitting preconditioning,e
In this talk,we propose the time domain finite element methods for modeling of electromagnetic cloaks,backward wave propagations and the optical black holes
Conventional Green's function evaluation for layered medium through Sommerfeld integral suffers from slow convergence when the point source is near the inte
We propose the fast Huygens sweeping methods for Helmholtz equations in inhomogeneous media in the high frequency regime.With four to six points per wave le
We prove a uniqueness result in inverse electromagnetic scattering by polyhedral-type scatterers with perfectly conducting boundary conditions.The incident
In this talk,making use of interesting connections between stochastic differential equations and information theory,we derive the capacity regions of severa
Based on some recent theoretical understanding of the identification problem of single photon emission computerized tomography(SPECT),we propose an adjoint