Re: departure process of M/M/c/c
From: ZHANG Yan (buaanupt_at_sina.com)
Date: 06/16/04
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Date: 15 Jun 2004 17:46:34 -0700
Thank you very much, this is actually a very nice reference.
Best Regards
Jerry Harder <jhharder@bellsouthspamnein.net> wrote in message news:<Xns950599CB3CB50pitomagnolia@216.77.188.18>...
> [posted and mailed]
>
> buaanupt@sina.com (ZHANG Yan) wrote in news:9e847e5e.0406101743.731a1356
> @posting.google.com:
>
> > For the classical erlang loss queueing system M/M/c/c, where
> > the first 'M': the Possion arrival process;
> > the second 'M': the exponential service time;
> > the first 'c': the number of servers
> > the second 'c': no buffer.
> >
> > 1. I need to know the departure process of this system.How to model
> > the departure process? Poisson or IPP or MMPP or other
> > process?
> >
> > 2. If the system becomes M/G/c/c where 'G' represents the general
> > service time. Then, how to model the departure process?
> >
> > I have checked a lot of books and papers and surprisingly to find that
> > no conclusion can find. Plz give some suggestions or keyworks. Many
> > thanks in advance.
> >
>
> See Ken Mitchell, Member, IEEE, Khosrow Sohraby, Senior Member, IEEE,
> Appie van de Liefvoort, Member, IEEE,and Jerry Place, Member,
> IEEE,Approximation Models of Wireless Cellular Networks Using Moment
> Matching, IEEE JOURNAL ON SELECTED AREAS IN COMMUNICATIONS, VOL. 19, NO.
> 11, NOVEMBER 2001.
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