Half-Sweep Quadrature-Difference Schemes with Iterative Method in Solving Linear Fredholm Integro-Differential Equations
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M.4 1Department of Applied Sciences, Federal College of Dental Technology and Therapy, Enugu, Nigeria 2Department of Mathematics, University of Lagos, Lagos, Nigeria 3Department of
Based on the numerical experiment, the results appear that the HSNPKSOR method is effective in solving nonlinear Fredholm integral equations mainly in terms of iteration time compared
The recent study in [16] has shown the application of Newton’s method with PKSOR iterative method also called as NPKSOR method to be effective in solving nonlinear Fred- holm integral
Newton-SOR with quadrature scheme for solving nonlinear fredholm integral equations ABSTRACT This paper presents a numerical method of Newton Successive Over- Relaxation NSOR
Refinement of SOR method for the rational finite difference solution of first-order fredholm integro-differential equations ABSTRACT As it is known, the linear rational finite
ARTICLE HISTORY Received: 17/06/2021 Revised: 12/11/2021 Accepted: 12/01/2022 KEYWORDS Initial conditions Mixed integro-differential equations Boubaker polynomials method
Application Half-Sweep Preconditioned SOR Method For Solving Time-Fractional Diffusion Equations Andang Sunarto IAIN Bengkulu, Indonesia [email protected] Jumat Sulaiman
"Performance of FSPAOR iteration for solving one-dimensional space-fractional diffusion equation", Journal of Physics: Conference Series, 2021 Publication dokumen.pub Internet Source
