文化大學機構典藏 CCUR:Item 987654321/32510
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    题名: The Optimal Solution of the Transportation Problem with Fuzzy Demand and Fuzzy Product
    作者: 江哲賢
    Chiang, Jer-Shan
    贡献者: 應數系
    关键词: fuzzy transportation problem
    confidence interval
    fuzzy numbers
    interval-valued fuzzy sets
    fuzzy linear programming
    日期: 2005-03
    上传时间: 2016-04-07 13:14:07 (UTC+8)
    摘要: In crisp transportation, trying to fuzzify the amount of supply of the ith origin a(subscript i), and the amount of demand of the jth destination b(subscript j), we use level λ fuzzy numbers and level (λ, ρ) interval-valued fuzzy numbers to fuzzify a(subscript i) and b(subscript j) in the constraints. We get transportation problem in the fuzzy sense. We also cooperate some statistical concepts and corresponding to (1-α)×100% statistical confidence intervals of the amount of supply and the amount of demand. We use level (1-β, 1-α) interval-valued fuzzy numbers to fuzzify demand and product in the constraints. Then we get transportation problem in the fuzzy sense based on statistical data.
    關聯: Journal of Information Science and Engineering ; 21卷2期 (2005 / 03 / 01) , P439 - 451
    显示于类别:[應數系] 期刊論文

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