Abstract
This paper is concerned with dynamical behaviors of a second-order exponential-type fuzzy difference equationxn+1=A+Be−xnC+xn−1,n=0,1,⋯, where A,B,C and the initial values x−1,x0 are positive fuzzy numbers. Applying generalization of division (g-division) of fuzzy numbers, we study the existence of positive fuzzy solution and the global asymptotic behavior of the model. Moreover, two simulation examples are given to show the validity of the theoretical results.
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