We consider an M/M/1 queue with a time dependent arrival rate λ(t) and service rate μ(t). For a special form of the traffic intensity, we obtain.
An M/M/1 queue with a time dependent arrival rate λ (t) and service rate μ(t) is considered and an exact, explicit expression for the probability pn( t) ...
We consider an M/M/1 queue with a time dependent arrival rate λ(t) and service rate μ(t). For a special form of the traffic intensity, we obtain an exact, ...
We consider an M/M/1 queue with a time dependent arrival rate [lambda](t) and service rate [mu](t). For a special form of the traffic intensity, ...
To analyze some of the consequences of statistical fluctuations in the arrival and service rates for a situation like this, we should interpret A(t) and D(t) ...
Using operator analytic techniques, we develop a nonstationary Markovian queueing theory starting with the M(t)/M(t)/l queue. We employ an asymptotic ...
Missing: Exact | Show results with:Exact
A time-dependent Mt/Mt/1 queue alternates through periods of under-, over-, and critical loading. We derive period-dependent, pathwise asymptotic expansions ...
Abstract. A single server queue is considered having exponentially distributed inter-arrival and service times with slowly changing time-dependent rates ...
An approach, based on recent work by Stern [56], is described for obtaining the approximate transient behavior of both the M/M/1 and M(t)/M/1 queues, ...
process is characterized by the arrival and service rates λ(t) and µ(t) respectively. ... (t)/M(t)/1 queue, is a function of time. Therefore, a given M(t)/M ...
Missing: Exact | Show results with:Exact