Buzen's algorithm: Difference between revisions

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The motivation for this algorithm is efficiency: a straightforward Gordon-Newell calculation would require the enumeration of all states that the system can be in, resulting in a combinatorial explosion. Buzen's algorithm is of order ''N''<sup>2</sup>, making the application of the G-N theorem practical, and opening up a large class of queueing systems to accurate modeling.
 
In the queuing literature Buzen's algorithm is sometimes also referred to as the '''Convolutionconvolution algorithm'''.
 
==Problem setup==