Full Length Research Paper
References
|
Abbas S (1995). A fourth order parallel block predictor-corrector method for IVPs Western Illinois University, USA. |
|
|
Abbas S, Delves LM (1989). Parallel solution of ODEs by one-step block methods. Report CSMR, University of Liverpool. |
|
|
Abbas S (1997). Derivation of new block methods for the numerical solution of first-order IVPs.International Journal of Computer Mathematics (64):235-244. |
|
|
Adesanya AO, Odekunle MR, Alkali MA, Abubakar AB (2013). Start- ing the five steps Stomer-Cowell method by Adams-Bashforth method for the solution of the first order ordinary differential equations. African Journal of Mathematics and Computer Science Research 6(5):89-93. |
|
|
Adesanya AO, Udoh DM, Ajileye AM (2013). A new hybrid block method for the solution of general third order initial value problems of ordinary dif- ferential equations. International Journal of Pure and Applied Mathematics 86(2):365-375. |
|
|
Birta LG, Abou-Rabia O (1987). Parallel block predictor Corrector Methods for Ode. IEEE Transactions on Computers (3):299-311. |
|
|
Chu MT, Hamilton H (1987). Parallel solution of ODEs by multi-block methods. SIAM, Journal on Scientific Computing 3:342-353. |
|
|
Dhaigude RM, Devkate RK (2017). Solution of first order initial value prob- lem by sixth order predictor corrector method. Global Journal of Pure and Applied Mathematics 13(6):2277-2290. |
|
|
Enright WH, Pryce JD (1987). Two fortran packages for assessing initial value methods. ACM Transcation on Mathematical Soft-ware. 13(1):1-27. |
|
|
Franklin MA (1978). Parallel solution of ordinary differential equations. IEEE Trans. Computers (27)C:413-420. |
|
|
Henrici P (1962). Discrete variable methods in ordinary differential equations. New York: John Wiley and Sons. |
|
|
Houwen PJ, Sommeijer BJ (1989). Block Runge-Kutta methods on parallel computers. Report NM-R8906. Center for Mathermatic and Computer Science, Amsterdam. Journal Kuwait University 22(2):5-11. |
|
|
Katz IN, Franklin MA, Sen A (1977). Optimally stable parallel predictors for Adams-Moulton correctors. Computers and Mathematics with Applications 3(3):217-233. |
|
|
Lambert D (1973). Computational methods in ordinary differential equations. New York: Wiley. |
|
|
Luther HA, Konen HP (1965). Some fifth-order classical Runge-Kutta formulas. SIAM Review 4(7):551-558. |
|
|
Miranker WL, Liniger W (1967). Parallel methods for the numerical integration of ordinary differential equations. Math. Mathematics of Computation 21(99):303-320. |
|
|
Miranker WL (1971). A survey of parallelism in numerical analysis. SIAM Review (13):524-547. |
|
|
Moody TC, Hans H (1987). Parallel solution of ODEs by multi-block methods. SIAM journal on scientific and statistical computing 8(3):342-353. |
|
|
Moulton FR (1926). New methods in exterior ballistics. University of Chicago. |
|
|
Mouney G, Authie G, Gayraud, T (1991). Parallel solution of ODEs. Implementation of block methods on transputer networks, Contributed paper at ICIAM 91, Washington D.C. Press, Chicago. |
|
|
Rosser JB (1967). A Runge-Kutta for all seasons. SIAM Review (9):417-452. |
|
|
Shampine LF, Watts HA (1969). Block implicit one-step methods. Mathematics of Computation 23(108):731-740. |
|
|
Voss D, Abbas S (1997). Block predictor-corrector schemes for the parallel solution of ODEs. Computers and Mathematics with Applications 33(6):65-72. |
|
|
Watts HA, Shampine LF (1972). A stable block implicit methods. BIT Numerical Mathematics 12(2):252-266. |
|
|
Worland PB (1976). Parallel methods for the numerical solution of ordinary dif- ferential equations. IEEE Transactions on Computers 10:1045-1048. |
|
Copyright © 2024 Author(s) retain the copyright of this article.
This article is published under the terms of the Creative Commons Attribution License 4.0
