Consecutive customer losses in regular and oscillating M^X/G/1/n systems
Pacheco, António; Ribeiro, Helena
Queueing Systems. Theory and Applications., 58(2) (2008), 121-136
http://dx.doi.org/10.1007/s11134-008-9063-z
We derive fast recursions to compute the probability that k or more consecutive customer losses take place during a busy period of a queue, the so called k-CCL probability, for regular and oscillating M^X /G/1/n systems.
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