Analysis of Waiting Time Distributions in a Priority Queueing System with Bernoulli Schedules

スポンサーリンク

概要

• 論文の詳細を見る

• This paper gives some supplements to the results of Katayama [14] presenting an analysis of a multi-class priority queue (M/G/1 type queue) with Bernoulli schedules of parameter (p_1,p_2,p_3,…, p_N) and set-up times. The Laplace-Stieltjes transform (LST) of waiting time distributions is given by a closed-form expression with infinite summation. Kleinrock's conservation law for mean waiting times is extended to the case that the set-up time may be dependent on the priority class.

• 富山県立大学の論文

著者

• Katayama Tsuyoshi

  Department Of Electronics & Informatics Toyama Prefectural University

関連論文

• Priority Queues with Semi-Exhaustive Service and Class-Dependent Setup Times
• Sojourn Time Analysis of a Call Processing System with Tandem Queues
• Relaxation of Magnetization in Superfluid ^3He-A
• ANALYSIS OF A TWO-CLASS PRIORITY QUEUE WITH BERNOULLI SCHEDULES
• On Conservation Laws for a Queueing System with Setup Times M^/G^^^→/1[S^^^→]
• Analysis of Waiting Time Distributions in a Priority Queueing System with Bernoulli Schedules

スポンサーリンク