Little's law

Known as: Little's lemma, Queueing formula, Little's Formula

In queueing theory, a discipline within the mathematical theory of probability, Little's result, theorem, lemma, law or formula is a theorem by John…

Papers overview

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2006

Between 1870 and 1970 the migration of 26 million people from Italy produced an uneven geography of Little Italies worldwide…

2006

Call center staffing problems have often relied upon queueing models, which are traditionally used to compute average call…

2005

2005

We obtain detailed analytic formulas for the density and probability distribution of the waiting time in a time-division multiple…

2003

Detailed analytic formulas for the density and probability distribution of the waiting time in a TDMA model with a finite buffer…

1997

For open Markovian queueing networks, we study the functional dependence of the mean number in the system and thus also the mean…

1988

This paper establishes a law-of-the-iterated-logarithm LIL version of the fundamental queueing formula L = λW: Under regularity…

1986

Underlying the fundamental queueing formulaL=λW is a relation between cumulative processes in continuous time (the integral of…

1983

Read more and get great! That's what the book enPDFd too much order with too little law will give for every reader to read this…

Highly Cited

1980

Highly Cited

1980

Brumelle has generalized the queueing formula L = λW to H = λG, where λ is the arrival rate and H and G are respectively time and…