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In Walgreens century-long history, the Depression was the company s toughest time, for both the stores and the employees Yet, enduring the first four years of the Great Depression had little real impact on the company The company experienced a sea change in the middle of the Depression, however; and unlike most sweeping historical transformations, this one can be pinned to a single year, 1933, when the entire Walgreens corporation shifted its posture from merely surviving the Great Depression to thriving in spite of it In that one year FDR replaced Herbert Hoover, pushed through the New Deal (including the National Recovery Act Walgreens supported), and repealed Prohibition Walgreens prepared its stores to take advantage of the good news by sending buyers to Europe before the final announcement to bring back all the Scotch whiskey and French wine they could the day it was declared Walgreens was ready The company also joined the National Association of Chain Drugstores in 1933, broke the million-dollar mark for advertising investment, expanded its Agency system dramatically, and paid the first dividend in company history (25 cents per share), a happy habit that continues to this day Charles Chuck Walgreen Jr became an executive vice president and married Mary Ann Leslie, his father s secretary And, despite a cacophony of pessimism, the city of Chicago went ahead with its plans to host its second world s fair, titled A Century of Progress, which enjoyed surprising success All these events conspired to help Walgreens enter a bold period of expansion, one that outsiders thought impossible in that difficult decade Chicago s 1933 World s Fair had been designed to demonstrate man s

with = / In particular, 1 p0 = and so can be interpreted as the longrun fraction of time the server is busy This explains why is called the server utilization Let Lq = the long-run average number of customers in queue (excluding any customer in service) The constant Lq is given by

j =1

Functionality Initiate call attempt Split leg Move leg Disconnect leg Entity released DFC with argument Play tone DTMF mid call Charging indicator Alerting DP Location at alerting Change of position DP OR interactions Warning tone enhancements CF enhancements

(j 1)pj ,

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as can be rigorously proved by assuming a cost at rate k whenever k customers are waiting in queue and applying Theorem 422 Substituting (512) into the formula for Lq , we obtain 2 Lq = , 1 in agreement with the Pollaczek Khintchine formula for the general M/G/1 queue To determine the waiting-time probabilities we need the so-called customeraverage probabilities j = the long-run fraction of customers who nd j other customers present upon arrival, j = 0, 1, In the M/M/1 case the customer-average probabilities j are identical to the time-average probabilities pj , that is, j = pj, j = 0, 1, (513)

This identity can be seen from the PASTA property Alternatively, the identity can be proved by noting that in a continuous-time Markov chain, pj qjk represents the long-run average number of transitions from state j to state k (= j ) per time unit Thus in the M/M/1 case the long-run average number of transitions from state j to state j + 1 per time unit equals pj In other words, the long-run average number of arrivals per time unit nding j other customers present equals pj Dividing pj by the average arrival rate yields the customer-average probability j The probability distribution { j } is the equilibrium distribution of the embedded Markov chain describing the number of customers present just before the arrival epochs of customers This probability distribution enables us to nd the steady-state waiting-time probabilities under the assumption of service in order of arrival Let Wq (x) = lim P {Dn x},

x 0,

(514)

1 When a gsmSSF supports enhanced dialled service (EDS), the dialled service may arm use the alerting DP, if supported by the gsmSSF EDS is introduced in 3GPP Rel-6; see 8

.

with Dn denoting the delay in queue of the nth customer The existence of the limit will be shown below It holds that Wq (x) = 1 e (1 )x , x 0 (515)

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