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Buzen's algorithm is an algorithm related to [[queueing theory]] used to calculate the [[normalization constant]] <math>G(N)</math> for a [[closed network]]. (Is this true?)
First proposed by [[Jeffery P. Buzen]] in 1973.{{ref|buzen-1973}}
It can be used when <math>G(N)</math> is of the form:
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<math>g(m,0) = 1</math>, <math>g(1, n) = f_1(n)</math>
==References==
<div style="font-size: 90%">
{{note|buzen-1973}}
{{cite journal
| first = Jeffrey
| last = Buzen
| authorlink = Jeffrey P. Buzen
| year = 1973
| month = September
| title = Computational algorithms for closed queueing networks with exponential servers
| journal = Communications of the ACM
| volume = 16
| issue = 9
}} (Confirm? Expand?)
</div>
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