The single-channel queueing equations considered in this paper are characterised by Poisson-distributed arrivals and Erlang service times. The transient phase probabilities are obtained in terms of a new generalisation of the modified Bessel function, and the mean waiting time in the queue is evaluated
AbstractFor a simple queue with finite waiting space the difference equations satisfied by the Lapla...
For a simple queue with finite waiting space the difference equations satisfied by the Laplace trans...
A GI/M/1/N-type queueing system with independent and generally distributed interarrival times and ex...
The single-channel queueing equations considered in this paper are characterised by Poisson-distribu...
In this thesis, the Erlang queueing model Af/i/l, where customers arrive at random mean rate A and s...
This paper considers the Erlang queueing system M/Ek/1, where customers arrive at random at mean rat...
This paper studies the transient solution of the Markovian queue, namely M/Ek/1 model. A new approac...
The transient analysis of a queuing system with fixed-size batch Poisson arrivals and a single serve...
The paper considers a single-server queue with fixedsize batch Poisson arrivals and exponential serv...
The study is aimed to discuss concepts on certain models of the queueing theory specifically those d...
We consider the Erlang A model, or $M/M/m+M$ queue, with Poisson arrivals, exponential service times...
The M|G|? queue system state transient probabilities, considering the time origin at the beginning o...
The purpose of this paper is to provide an explicit time-dependent solution for the / /1 k M E queu...
This thesis has to do with certain fundamental queues that are well established as models for delay ...
AbstractFor a simple queue with finite waiting space the difference equations satisfied by the Lapla...
For a simple queue with finite waiting space the difference equations satisfied by the Laplace trans...
A GI/M/1/N-type queueing system with independent and generally distributed interarrival times and ex...
The single-channel queueing equations considered in this paper are characterised by Poisson-distribu...
In this thesis, the Erlang queueing model Af/i/l, where customers arrive at random mean rate A and s...
This paper considers the Erlang queueing system M/Ek/1, where customers arrive at random at mean rat...
This paper studies the transient solution of the Markovian queue, namely M/Ek/1 model. A new approac...
The transient analysis of a queuing system with fixed-size batch Poisson arrivals and a single serve...
The paper considers a single-server queue with fixedsize batch Poisson arrivals and exponential serv...
The study is aimed to discuss concepts on certain models of the queueing theory specifically those d...
We consider the Erlang A model, or $M/M/m+M$ queue, with Poisson arrivals, exponential service times...
The M|G|? queue system state transient probabilities, considering the time origin at the beginning o...
The purpose of this paper is to provide an explicit time-dependent solution for the / /1 k M E queu...
This thesis has to do with certain fundamental queues that are well established as models for delay ...
AbstractFor a simple queue with finite waiting space the difference equations satisfied by the Lapla...
For a simple queue with finite waiting space the difference equations satisfied by the Laplace trans...
A GI/M/1/N-type queueing system with independent and generally distributed interarrival times and ex...
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