03127nam 2200529 450 991082993550332120240219171446.01-119-42691-X1-119-42697-91-119-42690-110.1002/9781119426974(CKB)4100000007696694(MiAaPQ)EBC5710184(CaBNVSL)mat08742745(IDAMS)0b000064893e6ea1(IEEE)8742745(CaSebORM)9781119426882(EXLCZ)99410000000769669420190809d2019 uy engurcnu||||||||txtrdacontentcrdamediacrrdacarrierEfficient multirate teletraffic loss models beyond Erlang /Ioannis D. Moscholios, Michael D. Logothetis1st editionHoboken, New Jersey :John Wiley & Sons, Inc.,2019.[Piscataqay, New Jersey] :IEEE Xplore,[2019]1 online resource (575 pages) illustrations1-119-42688-X Includes bibliographical references and index.Teletraffic Models of Random Input. Teletraffic Models of Random Input -- The Erlang Multirate Loss Model -- Multirate Retry Threshold Loss Models -- Multirate Elastic Adaptive Loss Models -- Multirate Elastic Adaptive Retry Loss Models -- On-Off Multirate Loss Models -- Teletraffic Models of Quasi-Random Input. Teletraffic Models of Quasi-Random Input -- The Engset Multirate Loss Model -- Finite Multirate Retry Threshold Loss Models -- Finite Multirate Elastic Adaptive Loss Models -- Finite ON-OFF Multirate Loss Models -- Teletraffic Models of Batched Poisson Input. Teletraffic Models of Batched Poisson Input -- The Erlang Multirate Loss Model With Batched Poisson Arrivals -- Batched Poisson Multirate Elastic Adaptive Loss Models -- Interdependency of the Teletraffic Models."What is a model? Searching Internet one can find several definitions for the word model: A representation of a system, process, etc, in mathematical terms. A representation of the essential aspects of an existing system (or a system to be constructed) which presents knowledge of that system in usable form. A mathematical representation of a process, device, or concept by means of a number of variables which are defined to represent the inputs, outputs, and internal states of the device or process, and a set of equations and inequalities describing the interaction of these variables"--Provided by publisher.TelecommunicationTrafficMathematical modelsQueuing theoryTelecommunicationTrafficMathematical models.Queuing theory.621.3820151982Moscholios Ioannis D.1635528Logothetis Michael(Professor at the University of Patras),CaBNVSLCaBNVSLCaBNVSLBOOK9910829935503321Efficient multirate teletraffic loss models beyond Erlang3976368UNINA