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Consider an M/G/1 queueing system with arrival rate ,service time distribution B(t), LST B(s), and service time moments i, i > 1. Assume the system
Consider an M/G/1 queueing system with arrival rate ,service time distribution B(t), LST B(s), and service time moments i, i > 1. Assume the system to reach steady state conditions. Use the derived expression for the LST W(s) of the steady state waiting time distribution, to obtain expressions for the first two moments of the message waiting time, E(W) and E(W2) and for the variance, Var(W). 1
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Complex Variables and Applications
Authors: James Brown, Ruel Churchill
8th edition
73051942, 978-0073051949
