Del 1 - Series On Applied Mathematics

Scientific Computation - Proceedings Of International Conference

Inbunden, Engelska, 1992

AvZ C SHI T CHAN,Tony F Chan,Zhong-ci Shi,Tony F. Chan,Zhong-CI Shi,Zhong-Ci Shi

2 289 kr

Tillfälligt slut

The proceedings in this volume provide reviews and discussions on the current and future developments in scientific computation, including numerical solutions of differential equations, numerical linear algebra, parallel computation and engineering applications. It contains papers by leading scientists in computational mathematics from US, Israel, Italy, China and Hong Kong.

Produktinformation

Utgivningsdatum1992-07-01
FormatInbunden
SpråkEngelska
SerieDel 1 i Series On Applied Mathematics
Antal sidor288
FörlagWorld Scientific Publishing Co Pte Ltd
ISBN9789810210915

Tillhör följande kategorier

Multi-scale computational methods - research activities, A. Brandt; some applications of the probing technique in domain decomposition, Tony F.C. Chan and T.P. Mathew; on the free formation of constructing stiffness matrices, S-C. Chen and Z-C. Shi; formal power series and numerical algorithms for dynamical systems, Feng Kang; a finite element method for linear elastic equations on unbounded domains, H-D. Han and X-N. Wu; strategies for the design of parallel algorithms, L-S. Kang and Y-P. Chen; analysis of computer-extended perturbation series, Y-K. Kwok; finite dimensional approximation and its computation for bifurcation problems of variational inequalities, J-G. Lei and C-L. Liu; Cartesian grids and rotated difference methods for multi-dimensional flow, R.J. LeVeque; bifurcation with symmetry breaking for the flow between two concentric rotating spheres, K-T. Li and X-Z. Liu; the corner singularity and boundary layer and computation for hierarchic plate method, L-K. Li and I. Babuska; new trends in preconditioned Krylov subspace methods, Y. Saad; parallel multilevel b-spline preconditioners for the biharmonic problem, J-C. Sun and B-K. Li; finite element-characteristic method and analysis for a compressive miscible displacement problem in porous media, Y-R. Yuan; and others.