-
queue represents the
queue length in a
system with a
single server where interarrival times have a
general (meaning arbitrary)
distribution and
service times...
- need to be
characterized to
model this
system stochastically are the
interarrival-time for
recurrent Customer-Arrival
events and the service-time for the...
- probability, the G/M/1
queue represents the
queue length in a
system where interarrival times have a
general (meaning arbitrary)
distribution and
service times...
- } . The time
differences between the
events or
arrivals are
known as
interarrival or
interoccurrence times.
Interpreted as a
point process, a
Poisson point...
-
lengths are
modeled as an
exponential distribution. When the
packets interarrival time is exponential, with
constant packet size it
resembles an M/D/1...
- value) is
equal to or
greater than the
emission interval less the
minimum interarrival time, T – δ, the
second packet will
conform even if it
arrives as a burst...
-
which all
processing must occur. In
queueing theory, Ti is
called the
interarrival time, and Ci is
called the
service time.
These two
parameters are often...
-
Poisson process as the
critical value becomes arbitrarily large. The
interarrival times of this
Poisson process are
exponentially distributed with rate...
- Rao).
Estimation of
Renewal Processes with
Unobservable Gamma or
Erlang Interarrival Times, J. Stat. Plan. and Inf., 61 (1997), 355-372 (with G. K. Miller)...
- {\displaystyle (X_{t},t\geq 0)} such that X 0 = k {\displaystyle X_{0}=k} and the
interarrival times T i = inf { t ≥ 0 : X t = i + 1 } − inf { t ≥ 0 : X t = i } {\displaystyle...
