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Titlebook: Queuing Theory and Telecommunications; Networks and Applica Giovanni Giambene Textbook 20051st edition Springer-Verlag US 2005 Analysis.Eth

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书目名称Queuing Theory and Telecommunications
副标题Networks and Applica
编辑Giovanni Giambene
视频video
概述Integrates quantative and qualitive treatment of the new topics in networking such as MPLS, and access protocols.Coverage of random events theory and network communications engineering.Includes numero
图书封面Titlebook: Queuing Theory and Telecommunications; Networks and Applica Giovanni Giambene Textbook 20051st edition Springer-Verlag US 2005 Analysis.Eth
描述.Queuing Theory and Telecommunications.: Networks and Applications provides some fundamental knowledge in queuing theory, as well as essential analytical methods and approaches to be employed to evaluate and design telecommunication networks...This work provides methods for teletraffic analysis as well as descriptions of current network technologies such as ISDN, B-ISDN, IP-based networks, MPLS, GMPLS, NGN and local access systems, including ADSL-based, Ethernet, Token Passing, and WiFi. Also, numerous solved exercises are provided in order to illustrate the applications of queuing theory in telecommunication networks. The following advanced telecommunication problems are modeled and solved by means of queuing analysis: statistics of the transmission delay for packet data traffic arriving at a transmission buffer; blocking behavior for bursty call arrival processes; characterization of Markovian traffic sources; performance of traffic regulators, analysis of access protocols and more. The author provides readers with a correct understanding of fundamental methods to be applied in the analysis of telecommunications systems...Queuing Theory and Telecommunications.: Networks and Appli
出版日期Textbook 20051st edition
关键词Analysis; Ethernet; Probability theory; communication; digital; statistics; telecommunication networks
版次1
doihttps://doi.org/10.1007/b104425
copyrightSpringer-Verlag US 2005
The information of publication is updating

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and seinen festgelegten Platz. Um zu einer Vorstellung von einer solchen idealen Raumerfüllung zu gelangen, gehen wir vom Würfel als einfachstem Raumelement aus. Man kann gleich große Würfel so übereinander und umeinander aufbauen, daß an einer jeden Würfelecke immer acht Würfel zusammenstoßen. Auch
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sungen an verschiedenen Exemplaren chemisch gleicher Stoffe, ja sogar an verschiedenen Stellen eines und desselben Kristalls voneinander abweichende Werte ergeben, so liegt die Ursache dafür nicht mehr in irgendwelchen Unzulänglichkeiten der Beobachtungsmethode, sondern in der Unterschiedlichkeit de
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