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Little's Law and Related Results
歡迎本系師生參加(研究生可自由參加) ～ 演講主題～
Little's Law and Related Results
演 講者：Ronald W. Wolff
Industrial Engineering and Operations Research Department
University of California at Berkeley
USA
Abstract: For queues and similar systems, Little’s Law, often written L = λW, states that the time average of the number of customers in system is the product of the arrival rate and the customer average of their waiting times.
We treat sample-path and stationary versions of this result and extensions, including H = λG, and a distributional Little’s Law. We illustrate how these results are applied and treat the connection between these results and a rate conservation law.
— 時間：100年03月04日(星期五)下午14:00
— 地點：共同教學大樓個案教室(共B209室)
主辦單位：企業管理學系暨運籌管理研究所
應用數學系
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