2015Unpublished venueRequires access

Optimization of Multichannel Queueing Models

E. V. Kondrahova

Open publisher page 1 citations

Abstract

The present paper is devoted to the research of controlled queueing model at control of Controlled Batch Semi-Markov Arrival Process (CBSMAP). Note that it is very reasonable to change the characteristics of arrival flows in various queueing models for optimization of its functioning. The control is based on the theory of controlled semi-markov processes for system optimization. The control is carried out using a type of the next batch, the moments of batch arrivals and the quantity of queries in the batch.

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What this paper is about

The present paper is devoted to the research of controlled queueing model at control of Controlled Batch Semi-Markov Arrival Process (CBSMAP). Note that it is very reasonable to change the characteristics of arrival flows in various queueing models for optimization of its functioning. The control is based on the theory of controlled semi-markov processes for system optimization. The control is carried out using a type of the next batch, the moments of batch arrivals and the quantity of queries in the batch.

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Available abstract

The present paper is devoted to the research of controlled queueing model at control of Controlled Batch Semi-Markov Arrival Process (CBSMAP). Note that it is very reasonable to change the characteristics of arrival flows in various queueing models for optimization of its functioning. The control is based on the theory of controlled semi-markov processes for system optimization. The control is carried out using a type of the next batch, the moments of batch arrivals and the quantity of queries in the batch.

Key concepts: Queueing theory, Markovian arrival process, Computer science, Markov process, Markov chain, Layered queueing network, Batch processing, Mathematical optimization

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