Titlebook: Analytical and Stochastic Modelling Techniques and Applications; 22nd International C Marco Gribaudo,Daniele Manini,Anne Remke Conference p

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Single-Server Systems with Power-Saving Modes,ns follow the same distribution. Recently, Ibe et al. [.] consider a model where the lengths of consecutive vacations follow different distributions and obtain the steady state solution by a direct method. In this paper, we first consider the same model and obtain exact results as well as the decomp

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Multiserver Queues with Finite Capacity and Setup Time, infinite buffer models are extensively investigated, less attention has been paid to finite buffer models. This paper considers an M/M/./. queue with setup time for which we suggest a simple and numerically stable recursion for the stationary distribution of the system state. Numerical experiments

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On the Influence of High Priority Customers on a Generalized Processor Sharing Queue,eduling with strict priority. We assume three customer classes with one class having strict priority over the other classes, whereby each customer requires a single slot of service. The latter share the remaining bandwith according to GPS. This kind of scheduling is used in practice for the scheduli

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Distributed CMOS Bidirectional Amplifiersions. Using the matrix analytic formalism we construct a four-dimensional Markovian model, which allows to represent accurately the types of user behavior and the environmental aspects in cellular networks. We perform a steady-state analysis and a study of the main performance metrics.

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Distributed CMOS Bidirectional Amplifiersady-state probability vector nearly impossible. Therefore, we rely on Maclaurin series expansions so as to study the scheduler under light traffic conditions as well as in overload. The computational complexity for calculating the first . terms in the series expansions is ., where . is the size of t

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Roman Ivanov,Amir Mukhtarov,Oleg Pershinting from a truncation of the power series is verified with simulation results. We also propose rational approximations. We argue that the approximation performs well and is extremely suited to study these systems and their sensitivity in their parameters (scheduling weights, arrival rates, loads ..

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