References
- De Pillis , J. 1980 . How to embrace your spectrum for faster iterative results . Linear Algebra and its Applicatrions , 34 : 125 – 143 .
- Elman , H. C. and Golub , G. H. 1990 . Iterative methods for cyclically reduced non-self-adjoint systems . Math. Comp. , 54 : 671 – 700 .
- Elman , H.C and Chernesky , M. P. 1993 . Ordering effects on Relaxations methods applied to the discrete one-dimensional convection-diffusion equation . SIAM J. Numer. Anal. , 30 : 1268 – 1290 .
- Garcia-Archilla , B. and Mackenzie , J. A. 1995 . Analysis of a supraconvergent cell vertex finite volume method for the one dimensional convection-diffusion equation . IMA J. of Numer. Anal. , 15 : 101 – 115 .
- Jain , M. K. , Jain , R. K. and Mohanty , R. K. 1990 . A fourth order difference method for the one-dimensional general quasilinear parabolic partial differential equation . Numerical Methods for Partial Differential Equations , 6 : 311 – 319 .
- Jain , M. K. 1987 . Numerical Solution of Differential equations Wiley Eastern, New Delhi
- Miller , J.J.H. , O'riordan , E. and Shishkin , G.I . 1995 . On piecewise-uniform meshes for upwind and central-difference operators for solving singularly perturbed problems . IMA J. of Numer. Anal. , 15 : 89 – 99 .
- Niethammer , W. and Varga , R. S. 1983 . The analysis of k-step iterative methods for linear systems from summability theory . Numer. Math. , 41 : 177 – 206 .
- Segal , A. 1982 . Aspects of numerical methods for elliptic singular perturbation problems . SIAM J. Sci. Statist.Comput. , 3 : 327 – 349 .
- Thompson , M. C. , Ferziger , J. H. and Golub , G. H. 1988 . “ Block SOR applid to the cyclically reduced equations as an efficient solution technique for convection-diffusion equations ” . In Computational techniques and Applications Edited by: Noye , John and Fletcher , Clive . 637 – 646 . North Holland, New York CTAC-87
- Young , D. M. 1971 . “ Iterative solution of large linear systems ” . New York : Academic Press .