Elements of Queueing Theory: With Applications |
Contents
A Description of Queues 3886 | 26 |
Poisson Queues | 81 |
NonPoisson Queues | 151 |
Copyright | |
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a₁ aircraft applied assume average number average waiting birth-death busy period calls Chap coefficient compute congestion constant customers delay denote derivative determined equilibrium Erlang Erlangian example expected number exponential distribution exponential service expression finite given hence independent infinite integral interval jth phase Laplace transform Laplace-Stieltjes transform machines Markoff chain matrix mean moment-generating function multiplied n₁ n₂ Note number of channels number waiting obtained Operations Research p₁ parameter Pn(t Po(t Poisson arrivals Poisson distribution Poisson input Poisson process priority Prob probability distribution queue length queueing problems queueing theory random variables renewal renewal theory result Rouché's theorem served server service channel service distribution service rate service-time distribution single-channel queue solution solving Statist steady Stochastic Processes studied Telephone theorem tion Traffic unit values variance waiting line waiting-time distribution zero αι λε λι μ₁