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An A- Stable Block Integrator Scheme for the Solution of First Order System of IVP of Ordinary Differential Equations
2022
Asian Journal of Probability and Statistics
In this article, we present an A- stable block integrator scheme for the solution of first order system of IVP of ordinary differential equations. The block scheme at a single integration step produces four approximate solution values of yn+1, yn+2, yn+3 and yn+4 at point xn+1, xn+2, xn+3 and xn+4 respectively. The order and stability property of the scheme are checked, the method is zero stable, A–stable and of order 6. Some test problems are solved with the proposed scheme and the result are
doi:10.9734/ajpas/2022/v16i430407
fatcat:k5b7n4ywr5gy7o2vy2dkspxjqi