عنوان

Finite difference methods for ordinary and partial differential ations :steady-state and time-dependent problems

0898716292 )alk. paper(

Finite difference methods for ordinary and partial differential ations :steady-state and time-dependent problems

Philadelphia, PA

Society for Industrial and Applied Mathematics

2007

xv, 341 p. :ill

Includes bibliographical references )p. 329-335( and index

329-335( and index.

Contents: Finite difference approximations --

Steady states and boundary value blems -- Elliptic equations --

Iterative methods for sparse linear tems -- The initial value problem

for ordinary differential equations -- o-stability and convergence

for initial value problems -- Absolute bility for ordinary

differential equations -- Stiff ordinary differential ations --

Diffusion equations and parabolic problems -- Addiction ations and

hyperbolic systems -- Mixed equations -- Appendixes: A. suring errors

-- B. Polynomial interpolation and orthogonal polynomials C.

Eigenvalues and inner-product norms -- D. Matrix powers and onentials

-- E. Partial differential equations.

Randall J. Leveque

، Finite differences

، Differential equations

515

431

L548

2007

5591-

LeVeque, Randall J