켄달 기호 ( Kendall's Notation )

주제(Subject)
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한글(약어) : 켄달 기호, 켄달 표기법()
영어(약어) : Kendall's Notation()


관련개념(Related Concepts)
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대기행렬
시뮬레이션
통계


개요(Summary)
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David George Kendall이 고안한, 대기행렬(Queue)의 특성을 나타내기 위한 표준화된 표기법


본문(Body)
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1. 개요
    완전한 표현식은 A/B/C/K/m/Z 의 다섯 단계지만, 대개 줄여서 앞의 세 가지만 A/B/C의 형식으로 사용한다.

Kendall's notation is written as:

A/B/C/K/m/Z
A	Arrival Process
B	Service Process
C	Number of Servers
K	The size of the queue including any job currently in service
m	The maximum number of customers in the system
Z	Service Discipline - this can include such systems as FIFO(First In, First Out), LIFO(Last In, First Out)

The parameters A and B can take the following values:

Value	Explanation
D	`degenerate'' distribution, or ``deterministic'' service times.
Ek	Erlang Distribution
G	General Distribution
GI	General Independent Distribution
M	Markovian/Random/Exponential Distribution

If the parameters K, m and Z are not specified then the queue is assumed to have an infinite buffer/queue size, an infinite number of customers where jobs are produced and a FIFO(first in, first out) service discipline.

                                                            - from : Dr Naranker Dulay's Homepage

모임,단체(Commutities)
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블로그,개인 홈페이지 등(Humanities)
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1. Dr Naranker Dulay (Department of Computing Imperial College London)
   http://www.doc.ic.ac.uk/~nd/


참고문서(References)
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* 한국어(Korean)
저자. 역자. "제목". 출판사. 출판년도. (ISBN:)
1. 박순달 교수 (서울대학교 산업공학과)
   http://www.orlab.org/ored/lecture/sem2/help/hp211102.gif

2. 알기 쉬운 경영과학 - 대기행렬이론[PPT] (연세대학교 경영학과 김성문 교수)
   http://orms.yonsei.ac.kr/Yonsei/BIZ3101_Fall2005/PPT/Ch11_QueueingTheory.ppt

3. Six Sigma & Crystal Ball - 2. 서비스분야에서의 DFSS프로젝트(이레테크 장연정 위원)
   http://www.nemopartners.com/webzine/webzine0607_4.asp

* 영어(English)
저자. 제목, 판, 출판사. 출판년도. (ISBN:)
1. Wikipedia : Kendall's Notation
   http://en.wikipedia.org/wiki/Kendall%27s_notation

2. Wikipedia : David George Kendall
   http://en.wikipedia.org/wiki/David_George_Kendall

3. Stochastic Modelling of Manufacturing Systems(Dr Naranker Dulay-Department of Computing , Imperial College London )
   http://www.doc.ic.ac.uk/~nd/surprise_97/journal/vol4/wll1/main.htm

4. Google Search : type [[Kendall's notation]]@google
   http://www.google.com/search?source=ig&hl=en&q=Kendall%27s+notation&btnG=Google+Search