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Frontiers and Prospects of Contemporary Applied Mathematics


作者:
李大潜、张平文
定价:
43.00元
ISBN:
978-7-04-018575-1
版面字数:
280.000千字
开本:
16开
全书页数:
267页
装帧形式:
精装
重点项目:
暂无
出版时间:
2006-01-05
读者对象:
学术著作
一级分类:
自然科学
二级分类:
数学与统计
三级分类:
数学应用

This collection of articles covers the hottest topicsin contemporary applied mathematics. Multiscalemodeling, material computing, symplectic methods, parallel computing, mathematical biology, applieddifferential equations and engineering computingproblems are all included. The book contains thelatest results of many leading scientists and provides awindow on new trends in research in the field.

  • Front Matter
  • Invited Talks
    • Jin Cheng, Mourad Choulh, Xin Yang: An Iterative BEM for the Inverse Problem of Detecting Corrosion in a Pipe
    • Weinan E, Pingbing Ming: Analysis of the Local Quasicontinuum Method
    • Houde Han: The Artificial Boundary Method——Numerical Solutions of Partial Differential Equations on Unbounded Domains
    • Kerstin Hesse, Ian H. Sloan: Optimal order integration on the sphere
    • Jialin Hong: A Survey of Multi-symplectic Runge-Kutta Type
    • Methods for Hamiltonian Partial Differential Equations
    • Ming Jiang, Yi Li, Ge Wang: Inverse Problems in Bioluminescence Tomography
    • Fangting Li, Ying Lu, Chao Tang, Qi Ouyang: Global Dynamic Properties of Protein Networks
    • Wet Li, Yunqing Huang: A Modified Adaptive Algebraic
    • Multigrid Algorithm for Elliptic Obstacle Problems
    • Zeyao Mo: Parallel Algorithms and Implementation
    • Techniques for Terascale Numerical Simulations of Typical Applications
    • Yaguang Wang: Long Time Behaviour of Solutions to Linear
    • Thermoelastic Systems with Second Sound
  • Contributed Talks
    • Hongxuan Huang, Changjun Wang: Distance Geometry Problem and Algorithm Based on Barycentric Coordinates
    • Jijun Liu: On Ill-Posedness and Inversion Scheme for 2-D Backward Heat Conduction
    • Yirang Yuan, Ning Du, Yuji Han: Careful Numerical Simulation and Analysis of Migration-Accumulation
    • Rongxian Yue: Error Analysis on Scrambled Quasi-Monte Carlo Quadrature Rules Using Sobol Points

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