On the CEU-degree of similarity in international trade by using the Choquet integral expected utility

Recently, we considered the Choquet integrals with respected to a fuzzy measure and the Choquet-expected utility (CEU )which was represented by preference functionals. We note that the CEU provides a useful tool to calculate the subjective capacity of trade values between Korea and some countries in Wood-Jang [4,10]. In this paper, by using the Choquet-expected. utility in Wood-Jang [4] and the degree of similarity in Biswas [1], we define the CEU-degree of the similarity related with the CEU of trade values between Korea and some countries. In particular, we investigate some applications of the CEU-degree of similarity related with the CEU of trade values.

Journal of Computational Analysis and Applications

Journal of Computational Analysis and Applications

28

1572-9206

N/A

2

8