朝陽科技大學 095學年度第2學期教學大綱
Queueing Theory 排隊理論

當期課號 7431 Course Number 7431
授課教師 張本杰 Instructor CHANG,BEN JYE
中文課名 排隊理論 Course Name Queueing Theory
開課單位 資訊科技研究所博士班一A Department  
修習別 選修 Required/Elective Elective
學分數 3 Credits 3
課程目標 學習候伺系統運作之基本原理以及如何運用候伺模式分析排隊現象與尋找解答 Objectives Understand the general principles of how queues operate, how to use models to analyze queuing phenomena and develop queuing solutions.
教材 Textbook
TBA
Reference books
J. Walrand and P. Varaiya, “High Performance Communication Networks”, Morgan Kaufmann.
W. Stallings, "High Speed Networks and Internets Performance and QoS", Prentice Hall.
Teaching Materials  
成績評量方式 Homework 30%
Midterm 30%
Project 20%
Paper Study 20%
Grading Homework 30%
Midterm 30%
Project 20%
Paper Study 20%
教師網頁  
教學內容 Review Probability Theory
Introduction to Queueing Theory
Notations
Markov Process
Discrete-time Markov Chain
Continuous-time Markov Chain
Birth-and-Death Queueing System
M/M/1
M/M/m
M/M/1/K
M/M/m/m
Laplace Transformation
Z Transformation
Erlang Distribution
M/G/1
The Poisson Process
The Exponential Distribution
Network Simulations Coding
Paper study
Syllabus Review Probability Theory
Introduction to Queueing Theory
Notations
Markov Process
Discrete-time Markov Chain
Continuous-time Markov Chain
Birth-and-Death Queueing System
M/M/1
M/M/m
M/M/1/K
M/M/m/m
Laplace Transformation
Z Transformation
Erlang Distribution
M/G/1
The Poisson Process
The Exponential Distribution
Network Simulations Coding
Paper study
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