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科学计算前沿进展(英文版)

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科学计算前沿进展(英文版)

最 低 价:¥34.70

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作 者:Wenbin Liu

出 版 社:科学出版社

出版时间:2007 年6月

I S B N:9787030190437

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内容简介


  
   本书是2005年在香港举行的第二届科学计算与偏微分方程国际会议的论文集,收集了大会的特邀报告和部分报告人的文章。全部论文经过严格的审稿,保证了论文集的质量。 本书的论文总结了近五年科学计算和相关偏微分方程的进展,讨论了高效能的计算程序和计算结果。
  
  

作者简介

目录

invited talks
 dispersive effects of discontinuous galerkin fem for acoustics
 adaptive finite element mesh-refining algorithm for l2-error control
 high order eno conservative remapping method on staggered grids for ale methods: a review and  an alternative momentum remapping
 jacobi-spherical harmonic spectral method of navier-stokes equation
 on uniqueness in inverse acoustic obstacle scatterings
 some open problems on finite element methods for optimal control problems
 adaptive solution of pde-constrained optimal control problems
 semi-lagrangian contouring and elliptic systems with complex moving interfaces
 a comparison of high resolution schemes for hypersonic chemically reacting flows
 review on doi-onsager model in polymeric fluids
contributed talks
 numerical coupling of two-phase flows
 spatial resolution properties of mapped spectral chebyshev methods
 restoring halftoned color-quantized images with projection onto convex sets
 variational formulation of the generalized navier boundary condition
 fast fourier transform on multipoles (fftm) algorithm for laplace equation with neumann boundary condition
 development of evaluation system for numerical algorithms to solve linear equations
 hidden markov model based recognition of handwritten tamil characters
 numerical simulation of generalized kp type equations with small dispersion
. hexagonal spectral methods for two-dimensional incompressible flows
 high-resolution non-oscillatory central schemes for multidimensional hyperbolic conservation laws
 iterative penalty methods for navier-stokes equations
 a block preconditioned for an electromagnetic fe-be coupling problem in r3
 solving variation image denoising problems using limited memory bundle method
 super consistency property for neoconservative operator approximation application to compressible multifluid flow
……

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