OLUTION FOR FUZZY DIFFERENTIAL EQUATIONS USING FOURTH ORDER RUNGE - KUTTA MET HOD WITH EMBEDDED HARMONIC MEAN

N this paper, an attempt has been made to determine a numerical solution for the first order fuzzy differential equations by using fourth order Runge - kutta embedded harmonic mean. The accuracy and applicability of the proposed method is illustrated by so lving a fuzzy initial value problem with triangular fuzzy number.