DSpace - Tor Vergata: Item 2108/1113

Please use this identifier to cite or link to this item: http://hdl.handle.net/2108/1113

Title:	Queueing models for air traffic
Other Titles:	Modelli di coda per il traffico aereo
Authors:	Scoppola, Benedetto Ndreca, Sokol
Keywords:	queueing system air-traffic congestion non Poissonian arrivals tail approximation two class queue in parallel priority and bernoulli scheduling
Issue Date:	4-Sep-2009
Abstract:	In this thesis we study some queueing models that are worthwhile to understand the air-traffic congestion. From the point of view of classical queueing theory the air traffic system is difficult to study, mainly because it is hard even to define the basic quantities of the theory. The system becomes complex, since there are a many factor, that influence the air-traffic like weather conditions, technical problems, air turbulences caused by the different types of aircrafts. Thus is necessary to investigate the impact of the arrivals of aircraft on air traffic. A common hypothesis in literature is to assume that the arrivals of aircrafts are very well modeled by a Poisson process. This assumption is suitable for mathematical modelling, due to the memoryless property of Poisson process that simplifies the study of congestion in such systems. Our first goal is to study the property of a model of the arrival process to a system and to compare its features to t...
Description:	21. ciclo
URI:	http://hdl.handle.net/2108/1113
Appears in Collections:	Tesi di dottorato in scienze matematiche e fisiche

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