Displaying 2 results from an estimated 2 matches for "erlb".
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2003 Sep 04
2
Traffic Modelling (was IVR only system with scalibility...)
...king callers to guess when the line is
free and equally spacing their calls is not terribly realistic (as the
author of the comment above goes on to imply).
So how does one analyse such a situation? Using statistical traffic
modelling!
For more information, see http://www.erlang.com/calculator/erlb/
Plug in:
Busy Hour Traffic: 0.937 Erlangs
(based on 45 * 4 * 2.5 / 480)
Acceptable Blocking Factor: 1%
(we will accept 1 in 100 calls receiving a busy signal)
Result:
you will need 5 incoming lines.
If you are willing to tolerate (say) 3% of calls receiving a busy
signal, you can get by...
2001 Sep 06
0
Erlang Loss Function in R
...A DISTRIBUTION
A nicer version of elf() exploits R's wonderful gamma distribution
functions! I use the fact, perhaps not generally known, that the Erlang
Loss Function is the ratio of the gamma density to the gamma CDF, for
suitable parameters. (Also, I'll change the name from elf() to erlb(),
because this function is sometimes called "Erlang's B function", and because
'elf' is an abbreviation in frequent use with a different meaning in the
Unix world.) Here is the code:
erlb<- function(nsrv, nerl, log=FALSE)
{
# Returns Erlang-B blockage for nsrv servers...