[PDF] Top 20 FUZZY NUMERICAL SOLUTION OF POISSON EQUATION USING FUZZY DATA

... discussed fuzzy numerical solution of elliptic partial differential equation taking Poisson’s Equation (in two variable) into ...this equation numerically at different grid ... See full document

... a numerical solution of hybrid fuzzy dierential equation initial value problems by using the improved predictor-corrector method, which is more accurate than the one in ...for ... See full document

... of fuzzy derivative using the extension principle in (Abu Arqub, ...formulated Fuzzy differential equations in time dependent ...[15-18]. Fuzzy Initial Value Problems (FIVPs) may not always ... See full document

... forward fuzzy neural network to find the numerical solution of the two- point fuzzy boundary value problems for the ordinary differential ...The fuzzy trial solution of the ... See full document

... differential equation taking Laplace Equation in two variable into ...this equation numerically at different grid points, on the other hand we want to observe findings using fuzzy ... See full document

... by fuzzy neural network is more accu- rate and well agree with the exact ...Recently, fuzzy neural network model (FNNM) successfully used for solving fuzzy poly- nomial equation and systems of ... See full document

... The numerical methods for solving fuzzy differential equation are introduced in ...order fuzzy linear differential equation with fuzzy initial ...of solution was to fuzzify ... See full document

... the numerical solutions to solve fuzzy Fredholm or Fuzzy Volterra integro- dif- ferential equation such as Euler method, dif- ferential transform method, Laplace transform method, Adomian ... See full document

... n fuzzy matrix equation system whose coefficients matrix is crisp, and the right-hand side matrix is an arbitrary fuzzy number matrix by using the embedding method given in Cong-Xin and Min 26 ... See full document

... mechanics. Numerical methods of predictor- corrector, Runge-Kutta, finite difference, finite element, finite volume, boundary element, spec- tral and collocation provide a strategy by which we can attack many ... See full document

... the solution of above equation crisp as well. Also if f(t) be a fuzzy function we have Fredholm fuzzy integral equation of the second kind which may only process fuzzy ... See full document

... are fuzzy-valued functions (f, x : (a, b) → E where E is the set of all fuzzy numbers) and k is a crisp function on real ...of fuzzy function, using the Lebesgue type concept for ...A ... See full document

... in Numerical Analysis at Islamic Azad University, Karaj Branch, ...is fuzzy mathematics especially, on numerical solution of fuzzy integral ... See full document

... The fuzzy partial differential equations (FPDEs) attracted a great deal of attention among scientists and engineers, because of its frequent involvement in the modeling of numerous industrialized applications, ... See full document

... of fuzzy set was first introduced by Zadeh ...of fuzzy differential equations plays an important role in modelling of science and engineering problems because this theory represents a natural way to model ... See full document

... years fuzzy differential equations leads a natural way to model dynamical systems under ...linear fuzzy differential equations are one of the simplest fuzzy differential equation, which ... See full document

... of fuzzy differential equations (FDEs) has been rapidly growing in recent ...the fuzzy derivative was first introduced by Chang and Zadeh [13]; it was followed up by Dubois and Prade [19], who used the ... See full document

... include numerical solution of Fuzzy differential equation systems, ordinary differential equation, partial differential equation, fuzzy linear system and similar ... See full document

... of fuzzy functions by fuzzy bicubic splines interpo- lation and present a new approach based on the two-dimensional fuzzy splines interpolation and iterative method to approximate the solution ... See full document

... of fuzzy differential equation has been rapidly growing in recent ...of fuzzy derivatives was first introduced by Chang and Zadeh [7]; it was followed up by Dubois and Prade [8] who used the ... See full document