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Generalize these results when the interoccurrence time is distributed as an Erlang (j, ) random variable with probability j for j = 1, , r 28 Consider the Er /D/ queueing system with in nitely many servers Customers arrive according to a renewal process in which the interoccurence times have an Erlang (r, ) distribution and the service time of each customer is a constant D Each newly arriving customer gets immediately assigned a free server Let pn (t) denote the probability that n servers will be busy at time t Use an appropriate conditioning argument to verify that lim p0 (t) = 1 r 1 r

Cream to make your Xmas dinner complete a Real Confection, a Delightful Novelty, consisting of chopped plums and whipped cream, mixed, and all frozen together into a brick of unalloyed enchantment, for 60 cents Many items listed, however, are still familiar to a contemporary consumer, such as Colgate toiletries, Waterman fountain pens, and Kodak cameras The fabulous folding model sold for $2936, with the basic Brownie going for $286 Gillette blades cost a dollar at most stores, but only 69 cents at Walgreens, which Charles felt compelled to defend Gillette Blades is not the only item we sell so cheaply as to invite skepticism, he wrote Take our Coffee we sell tons of it but many people will not even try it because it seems too cheap to be any good But it IS good as good as any at any price, and better than 90 percent of that sold for me Don t be afraid of anything sold at a Walgreens store, for quantity buying permits low prices 21 The Pepper Pod served its purpose; and in the early 1970s, Walgreens changed the name to Walgreen World Walgreens has produced 70 volumes of the Pepper Pod 650 issues, millions of copies worth confirming the wisdom of yet another Charles Walgreen innovation

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lim pn (t) =

gsmSCF 2 (D-CSI)

(Hint : the only customers present at time t are those customers who have arrived in (t D, t]) 29 The lifetime of a street lamp has a given probability distribution function F (x) with probability density f (x) The street lamp is replaced by a new one upon failure or upon reaching the critical age T , whichever occurs rst A cost of cf > 0 is incurred for each failure replacement and a cost of cp > 0 for each preventive replacement, where cp < cf The lifetimes of the street lamps are independent of each other (a) De ne a regenerative process and specify its regeneration epochs (b) Show that the long-run average cost per time unit under the age-replacement rule T equals g(T ) = [cp + (cf cp )F (T )]/ 0 {1 F (x)} dx (c) Verify that the optimal value of T satis es g(T ) = (cf cp )r(T ), where r(x) is the failure rate function of the lifetime 210 Consider the M/G/ queue from Section 113 again Let the random variable L be the length of a busy period A busy period begins when an arrival nds the system empty and ends when there are no longer any customers in the system Use the result (221) to argue that E(L) = (e 1)/ 211 Consider an electronic system having n identical components that operate independently of each other If a component breaks down, it goes immediately into repair There are ample

repair facilities Both the running times and the repair times are sequences of independent and identically distributed random variables It is also assumed that these two sequences are independent of each other The running time has a positive density on some interval Denote by the mean running time and by the mean repair time (a) Prove that lim P {k components are in repair at time t} = n k p (1 p)n k k

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