In this paper, exact and approximate approaches for studying queuing models with state-dependent jump priorities are developed. Both models with finite separate buffers and finite common buffer for heterogeneous calls are investigated. It is shown that both models might be described by twodimensional Markov Chains (2-D MC). Exact approach based on solution of appropriate system of balance equations (SBE) for state probabilities faced with big computational challenges for large scale models. To overcome the indicated difficulties an approximate approach based on the state space merging algorithms is developed. This approach allows to construct simple algorithms to calculate the Quality of Service (QoS) metrics of the examined models. The ...
Téma bakalářské práce jsou systémy hromadné obsluhy. Nejprve popisujeme základní informace o systéme...
Summary (translated from the Russian): "We study a single-server queueing system with a common buffe...
In this paper, we consider a discrete-time non-preemptive priority queueing model with priority jump...
This paper proposes a space merging approach to studying the queuing models with finite buffers and ...
Priorities arise very naturally in many real-life queueing applications. In many of these applicati...
This text is a summary of the author’s PhD thesis supervised by Herwig Bruneel and Joris Walraevens,...
AbstractWe consider a stationary continuous time process with a finite or countable state space, whi...
In this thesis, we first study delay systems with different classes of impatient customers. We analy...
Serving customers for any organization is a factor in making profit and extending business. Waiting ...
This paper studies a finite-sized discrete-time two-class priority queue. Packets of both classes ar...
The paper we present here introduces a new priority mechanism in discrete-time queueing systems. It ...
This paper provides the first exact analysis of a preemptive M/M/c queue with two priority classes h...
Abstract: Stochastic jump processes, especially birth-and-death processes, are widely used in the qu...
This paper provides the first exact analysis of a preemptive M=M=c queue with two priority classes h...
Supporting different services with different Quality of Service (QoS) requirements is not an easy ta...
Téma bakalářské práce jsou systémy hromadné obsluhy. Nejprve popisujeme základní informace o systéme...
Summary (translated from the Russian): "We study a single-server queueing system with a common buffe...
In this paper, we consider a discrete-time non-preemptive priority queueing model with priority jump...
This paper proposes a space merging approach to studying the queuing models with finite buffers and ...
Priorities arise very naturally in many real-life queueing applications. In many of these applicati...
This text is a summary of the author’s PhD thesis supervised by Herwig Bruneel and Joris Walraevens,...
AbstractWe consider a stationary continuous time process with a finite or countable state space, whi...
In this thesis, we first study delay systems with different classes of impatient customers. We analy...
Serving customers for any organization is a factor in making profit and extending business. Waiting ...
This paper studies a finite-sized discrete-time two-class priority queue. Packets of both classes ar...
The paper we present here introduces a new priority mechanism in discrete-time queueing systems. It ...
This paper provides the first exact analysis of a preemptive M/M/c queue with two priority classes h...
Abstract: Stochastic jump processes, especially birth-and-death processes, are widely used in the qu...
This paper provides the first exact analysis of a preemptive M=M=c queue with two priority classes h...
Supporting different services with different Quality of Service (QoS) requirements is not an easy ta...
Téma bakalářské práce jsou systémy hromadné obsluhy. Nejprve popisujeme základní informace o systéme...
Summary (translated from the Russian): "We study a single-server queueing system with a common buffe...
In this paper, we consider a discrete-time non-preemptive priority queueing model with priority jump...