[PDF][PDF] Performance of HSAGE method with Seikkala derivative for 2-D fuzzy poisson equation
AA Dahalan, J Sulaiman… - Applied Mathematical …, 2014 - academia.edu
In this study, iterative methods particularly families of Alternating Group Explicit (AGE)
methods are used to solve system of linear equations generated from the discretization of …
methods are used to solve system of linear equations generated from the discretization of …
[PDF][PDF] Approximate solution for 2 dimensional fuzzy parabolic equations in QSAGE iterative method
AA Dahalan, J Sulaiman - Int J Math Anal, 2015 - m-hikari.com
In this study, iterative methods particularly families of Alternating Group Explicit (AGE)
methods are used to solve system of linear equations generated from the discretization of …
methods are used to solve system of linear equations generated from the discretization of …
Numerical solution of fuzzy boundary value problems using Galerkin method
This paper proposes a new technique based on Galerkin method for solving n th order fuzzy
boundary value problem. The proposed method has been illustrated by considering three …
boundary value problem. The proposed method has been illustrated by considering three …
Half-sweep RSOR iteration with three-point linear rational finite difference scheme for solving first-order Fredholm integro-differential equations
In this paper, we establish the three-point newly half-sweep linear rational finite difference-
quadrature discretisation scheme, which is the combination of the three-point half-sweep …
quadrature discretisation scheme, which is the combination of the three-point half-sweep …
[PDF][PDF] Half-sweep SOR iterative method using linear rational finite difference approximation for first-order Fredholm integro-differential equations
In order to highlight the advantages of linear rational finite difference (LRFD) and half-sweep
iteration methods, we investigate the numerical solution of the first-order linear Fredholm …
iteration methods, we investigate the numerical solution of the first-order linear Fredholm …
SOR iterative method for the linear rational finite difference solution of second-order Fredholm integro-differential equations
In this paper, a new three-point linear rational finite difference (3LRFD) formula is
investigated, which is combined with the compound trapezoidal scheme to discretize the …
investigated, which is combined with the compound trapezoidal scheme to discretize the …
[PDF][PDF] Half-Sweep Refinement of SOR Iterative Method via Linear Rational Finite Difference Approximation for Second-Order Linear Fredholm Integro-Differential …
The numerical solutions of the second-order linear Fredholm integro-differential equations
have been considered and discussed based on several discretization schemes. In this …
have been considered and discussed based on several discretization schemes. In this …
Semi-approximate Solution for Burgers' Equation Using SOR Iteration
In this article, we propose semi-approximate approach in finding a solution of Burgers'
equation which is one of the partial differential equations (PDEs). Without using the Newton …
equation which is one of the partial differential equations (PDEs). Without using the Newton …
Autonomous navigation in static indoor environment via rotated Laplacian operator
One of the main aim in autonomous robot navigation is to solve path planning problem. This
problem refers to the ability of an autonomous robot to move from arbitrary start location to a …
problem refers to the ability of an autonomous robot to move from arbitrary start location to a …
Half-sweep successive over relaxation iterative method to solve two-point fuzzy boundary value problems
This study deals with the application of numerical methods in solving the fuzzy boundary
value problems (FBVPs) which is discretized to derive second order fuzzy finite difference …
value problems (FBVPs) which is discretized to derive second order fuzzy finite difference …