References
- Keller , H. B. 1968 . Numerical Methods for Two-point Boundary Value Problems Blaisdell , New York
- Chawla , M. M. 1978 . A Fourth-order Tri-Diagonal Finite Difference Method for General Two-point Boundary Value Problems with Mixed Boundary Conditions . 21 : 83 – 93 . , J. Inst. Math. Applics, vol.
- Jain , M. K. , Iyengar , S. R.K. and Subramanyam , G. S. 1984 . Variable Mesh Methods for the Numerical Solution of Two Point Singular Perturbation Problems . Comp. Meth. Appl. Mech. Engg. , 42 : 273 – 286 .
- Evans , D. J. and Mohanty , R. K. 2005 . On the Application of the SMAGE Parallel Algorithms on a Non-uniform Mesh for the Solution of Non-linear Two Point Boundary Value Problems with Singularity . Int. J. Computer. Math. , 82 : 341 – 353 .
- Mohanty , R. K. 2005 . A Family of Variable Mesh Methods for the Estimates of (du/dr) and Solution of Non-linear Two Point Boundary Value Problems with Singularity . J. Comp. Appl. Math. , 182 : 173 – 187 .
- Mohanty , R. K. and Khosla , Noopur . 2006 . Application of TAGE Iterative Algorithms to an Efficient Third-Order Arithmetic Average Variable Mesh Discretization for Two Point Nonlinear Boundary Value Problems . vol. 172 : 148 – 162 . , Appl. Math. Comput.,
- Evans , D. J. 1985 . Group Explicit Method for Solving Large Linear Systems . Int. J. Computer. Math. , 17 : 81 – 108 .
- Evans , D. J. 1999 . Iterative Methods for Solving Non-linear Two Point Boundary Value Problems . Int. J .Computer. Math. , 72 : 395 – 401 .
- Young , D. M. 2003 . Iterative Solution of Large Linear Systems , New York : Dover Publications .
- Varga , R. S. 2000 . Matrix Iterative Analysis , Berlin : Springer Verlag .
- Hageman , L. A. and Young , D. M. 2004 . Applied Iterative Methods , New York : Dover Publications .
- Saad , Y. 2003 . Iterative Methods for Sparse Linear Systems , 2nd ed. , Philadelphia : SIAM Publications .