Here we begin the analysis of the large buffer asymptotics for a multiplexer driven by this class of inputs. To do so we rely on recent results by Duffield and ...
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Tail probabilities for M/G/∞ input processes (I): Preliminary asymptotics ... Abstract: The infinite server model of Cox with arbitrary service time distribution ...
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[53] M. Parulekar and A. Makowski, “Tail probabilities for M|G|∞ processes (I):. Preliminary asymptotics,” Queueing Systems: Theory and Applications 27.
Tail probabilities for M/G/∞ input processes (I): Preliminary asymptotics. Queueing Systems Theory Appl. 27 271–296. [29] RESNICK, S. and SAMORODNITSKY, G.
Tail probabilities for M/G/\infty input processes (I): Preliminary asymptotics · Author Picture Minothi Parulekar,; Author Picture Armand M. Makowski. pp 271 ...
However, note that the asymptotic behaviour of the loss probability in the heavy-tailed ... Tail probabilities for M/G/oo input processes (I):. Preliminary ...
[11] M. Parulekar, A. Makowski, Tail probabilities for a multiplexer driven by M=G=∞ input processes (I): preliminary asymptotics,. Queueing Syst. 27 (1997) ...
Jan 1, 2001 · ... y}JID{Z~z(t):s y}. 11. Page 14. Proof. Sample-path wise,. V(t) sup {A(O,s)-s} ... Buffer asymptotics for M/G/oo input processes. In: Self-Similar ...
Jan 22, 2018 · We calculate asymptotics of the distribution of the number of customers in orbit in a two-class priority retrial M/G/1-type queueing model.
28] M. Parulekar, A. M. Makowski, Tail probabilities for M/G/1 input processes (I):. Preliminary asymptotics. Preprint, University of Maryland, 1996. 29] M.