Title of article :
NUMERICAL SOLUTION OF A BOUNDARY VALUE PROBLEM FOR A SECOND ORDER FUZZY DIFFERENTIAL EQUATION
Author/Authors :
FATULLAYEV, AFET GOLAYOGLU Baskent University - Faculty of Commercial Sciences, Turkey , CAN, EMINE Kocaeli University - Faculty of Art and Sciences, Turkey , KÄOROGLU, CANAN Hacettepe University - Department of Mathematics, Turkey
Abstract :
Two-point boundary value problem is considered for a second order fuzzy differential equation. This problem is reformulated to four different system of crisp boundary value problems, when fuzzy derivative is considered as a generalization of the H- derivative [1]: So, this problem has four different solutions. Numerical solution of each system is obtained by applying the shooting method. Numerical examples to illustrate the method are presented.
Keywords :
boundary value problem , second order fuzzy differential equations , generalized differentiability , Shooting method
Journal title :
TWMS Journal of Pure and Applied Mathematics
Journal title :
TWMS Journal of Pure and Applied Mathematics
