SOME APPLICATIONS OF INTERVAL-VALUED SUBSETHOOD MEASURES WHICH ARE DEFINED BY INTERVAL-VALUED CHOQUET INTEGRALS IN TRADE EXPORTS BETWEEN KOREA AND ITS TRADING PARTNERS
Keywords:
Choquet integral, fuzzy measure, subsethood measures, the degree of trade surplus in trade exports.Abstract
In this paper, we consider subsethood measures introduced by Fan et al. [3] and the interval-valued Choquet integral with respect to a fuzzy measure of interval-valued fuzzy sets. Based on such a focus, we define three types of interval-valued subsethood
measures and provide four interval-valued fuzzy sets to animal product exports between Korea and four selected trading partners. In particular, we investigate a strong interval-valued subsethood measure defined by the interval-valued Choquet integral which represents the degree of trade surplus between Korea and three trading partners in terms of the model of trade transactions with the United States and Korea
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Published
2021-12-18
How to Cite
JACOB WOOD, LEE-CHAE JANG, & HYUN-MEE KIM. (2021). SOME APPLICATIONS OF INTERVAL-VALUED SUBSETHOOD MEASURES WHICH ARE DEFINED BY INTERVAL-VALUED CHOQUET INTEGRALS IN TRADE EXPORTS BETWEEN KOREA AND ITS TRADING PARTNERS. Journal of Computational Analysis and Applications (JoCAAA), 29(6), 1139–1152. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/219
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