Frontiers and Prospects of Contemporary Applied MathematicsWorld Scientific, 2005 - 267 páginas This collection of articles covers the hottest topics in contemporary applied mathematics. Multiscale modeling, material computing, symplectic methods, parallel computing, mathematical biology, applied differential equations and engineering computing problems are all included. The book contains the latest results of many leading scientists and provides a window on new trends in research in the field. Sample Chapter(s). Chapter 1: An Iterative BEM for the Inverse Problem of Detecting Corrosion in a Pipe (467 KB). Contents: An Iterative BEM for the Inverse Problem of Detecting Corrosion in a Pipe (J Cheng et al.); Optimal Order Integration on the Sphere (K Hesse & I H Sloan); Inverse Problems in Bioluminescence Tomography (M Jiang et al.); Global Dynamic Properties of Protein Networks (F-T Li et al.); Distance Geometry Problem and Algorithm Based on Barycentric Coordinates (H-X Huang & C-J Wang); On Ill-Posedness and Inversion Scheme for 2-D Backward Heat Conduction (J-J Liu); Error Analysis on Scrambled Quasi-Monte Carlo Quadrature Rules Using Sobol Points (R-X Yue); and other papers. Readership: Graduate students and researchers in applied mathematics. |
Otras ediciones - Ver todas
Frontiers And Prospects Of Contemporary Applied Mathematics Pingwen Zhang,Tatsien Li Vista previa limitada - 2006 |
Términos y frases comunes
AMG algorithm analysis Appl approximation artificial boundary conditions atoms barycentric coordinates bioluminescence boundary conditions bounded Cauchy problem cell cycle coefficients computation conservation law constant convergence cubature cubature rule defined denote diffusion dimensional Dirac equations discrete distance geometry distance geometry problem dynamics e(QC element method energy error estimate finite element flux function given grid Hamiltonian partial differential initial integration inverse problem iterative method Lemma linear system log₂ Math modified AMG multi-symplectic Runge-Kutta multigrid nodes nonlinear numerical methods numerical simulation obstacle problem obtain optical Optimization parallel partial differential equations partitioned Runge-Kutta methods points polynomial processors proof protein Qm(n Runge-Kutta methods Runge-Kutta type methods satisfies Schrödinger equations Schur complement scrambled sequence Sobol Sobol sequence Sobolev space solve space symplectic Theorem thermoelastic system tion tomography uo(x vector Wang worst-case