Convergence of Interval-valued Choquet integrals | Zendy

Dug-Hun Hong | Zendy; Kyung-Tae Kim | Zendy

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Convergence of Interval-valued Choquet integrals

Author(s) -

Dug-Hun Hong,

Kyung-Tae Kim

Publication year - 2005

Publication title -

international journal of fuzzy logic and intelligent systems

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.296

H-Index - 9

eISSN - 2093-744X

pISSN - 1598-2645

DOI - 10.5391/ijfis.2005.5.3.196

Subject(s) - choquet integral , mathematics , convergence (economics) , fuzzy measure theory , measure (data warehouse) , interval (graph theory) , fuzzy logic , fuzzy set , pure mathematics , membership function , computer science , artificial intelligence , combinatorics , economics , database , economic growth

Recently, many types of set-valued fuzzy integrals are studied by many authors. In this paper, we consider various types of convergence theorems of Choquet integrals of interval-valued function with respect to an autocontinuous fuzzy measure.

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