Contents V4, No.2, 2013

  • NUMERICAL SOLUTION OF A BOUNDARY VALUE PROBLEM FOR A SECOND ORDER FUZZY DIFFERENTIAL EQUATION
    AFET GOLAYOGLU FATULLAYEV 1 , EMINE CAN2 , CANAN KORO GLU 3 (pp. 169-176)
  • 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.

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