[e2e] Why Buffering?
Arun Vishwanath
arunv at ee.unsw.edu.au
Sun Jun 21 02:58:07 PDT 2009
Hello Everyone,
We recently published a survey paper on the topic of router
buffer sizing titled "Perspectives on Router Buffer Sizing: Recent
Results and Open Problems". This appeared in the ACM SIGCOMM Computer
Communication Review Editorial Zone, vol. 39, no. 2, April 2009.
This is just for your kind information.
Thanks
-Arun
Detlef Bosau wrote:
> David P. Reed wrote:
>> Dave - This is variously known as Little's Theorem or Little's Lemma.
>> The general pattern is true for many stochastic arrival processes
>> into queues. It precedes Kleinrock, and belongs to queueing theory.
>
> Little's Theorem can be easily applied in wired networks where a link's
> capacity is easily expressed as "latency throghput product", often
> referred to as "latency bandwidth product" which is in fact a bit sloppy.
>
> The situation becomes a bit more complicated in wireless networks,
> particularly WWAN, where the preconditions for Little's Theorem may not
> hold, particularly the service time may not be stationary or stable.
>
> I sometimes wonder about papers who claim quite impressive "latency
> bandwidth products" for wireless networks - and actually the authors
> simply miss the fact that the transportation system is highly occupied
> by local retransmissions and that we have a relationship between average
> service, average throughput and the average amount of data being in
> flight.
>
> I even remember a paper which claims latency bandwidth products for GPRS
> in the range of MBytes IIRC.
>
> At a first glance, I wondered where this huge amount of data would fit
> onto the air interface ;-)
>
> So, we should be extremely careful in applying Little's Theorem on WWAN.
> As a consequence, we should even reconsider approaches like packet pair,
> packet train and the like and whether they really hold in WWAN or
> similar networks with highly volatile line conditions.
>
> Detlef
>
More information about the end2end-interest
mailing list