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I make a difference here Did I raise a good family Did I contribute to the community Did I contribute to the country Did I contribute to the church Did I make just a little difference I think everyone would go to their maker happy if they made just a little difference When you can look back and say, Hey, I was part of that team that rolled out one-hour photo in one year, at Walgreens, the number-one one-hour photo retailer in the world! In a year! I was part of that! That lifts people up, and I think it keeps their heads up!40 Jorndt s enthusiasm was contagious and moved mountains In 1990, Walgreens filled 100 million prescriptions, the ninth straight year of 20 percent jumps, and maintained double-digit leaps throughout the decade And, just two years after Jorndt stunned his audience by announcing Walgreens would have 3,000 stores open by the year 2000, everyone got on board [and] we blew past it with a hundred stores to spare The new expansion, however, depended largely on entering new markets and setting up the nationwide distribution systems and infrastructure needed to make them work In fact, Walgreens discovered that the more densely its stores covered a new city or an older established market, the cheaper it would be for them to operate them all thus increasing profit per customer Diving into new markets, head first not backing off proved to be the key to making the incredible expansion work It was during the Cork Era that Walgreens truly had become a nationwide chain for the first time Then, Jorndt said, fully pumped up, we said we d have 6,000 stores by 2010, and there was just a little gasp You ll see! 41

Figure 561 presents an example scenario whereby the GGSN applies ow-based charging control Flow-based charging is described in 3GPP TS 23125 [87] Here as well, the GGSN may use the ow-based charging when it deduces that the SGSN does not support CAMEL phase 3 The charging system depicted in Figure 561 may include an SCP; details of such combination of owbased charging and CAMEL are described in 3GPP TS 23125 [87] The Gy interface is a charging protocol based on remote authentication dial in user service (RADIUS); RADIUS is described in IETF RFC 2865 [168] 5313 Enhanced Data Rates for GSM Evolution Enhanced data rates for GSM evolution (EDGE) is a technique that increases the data throughput in the GSM TDMA radio access EDGE may be used in combination with GPRS or may be used for a CS (data) calls When EDGE is used for GPRS, the PDP contexts that are established may be controlled by CAMEL phase 3 control in the same manner as when standard TDMA is used However, the QoS may indicate a higher data rate When EDGE is used for data calls, then one of the GSM bearer services is indicated in the CAMEL service invocation The CAMEL service may adapt the charge of the call to the data rate For technical details about EDGE, refer to 3GPP TS 43051 [125]

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i pij pM (m1 , , mi + 1, , mK )

By Theorem 562,

Substituting this in the numerator and the denominator of the expression for j (n1 , , nK ) and cancelling out the common term K i pij , we nd i=1

In other words, the arrival theorem states that in steady state the customer-average probability distribution of the state seen by an arriving customer (not counting this customer) is the same as the time-average probability distribution of the state in the closed network with one customer less A special case of the arrival theorem was encountered in the Engset model; see relation (524) The product-form solution is crucial for the arrival theorem It is noted that the arrival theorem remains valid for the closed network with a BCMP service discipline at each station Then the product-form solution p(n1 , , nK ) = Cp1 (n1 ) pK (nK ) holds for appropriate probability distributions {p1 (n1 )}, , {pK (nK )} To calculate the average number of customers and the average sojourn times at the different stations, we take the xed number of customers moving around in the network as parameter For the closed network with a xed number of m customers, de ne the following long-run averages: Lm (j ) = the average number of customers present at station j , Wm (j ) = the average sojourn time of a customer at station j on each visit, m (j ) = the average number of arrivals per time unit at station j Note that m (j ) also gives the average throughput at station j Also, by Little s formula, m (j )/ j gives the long-run fraction of time the server at station j is busy For a constant m > 0, we have by (5613) that m (j ) = m j , j = 1, , K, (5617)

Short Message Service (SMS) exists as from GSM phase 1 Two SMS-related services exist: MO-SMS this service entails the sending of a short message from the UE to a particular destination; this destination may be a subscriber of the same mobile network, a subscriber of another network or a network-based destination MT-SMS this service entails the receiving of a short message on one s UE

where the j are the equilibrium probabilities associated with the Markov matrix P =(pij ) By Little s formula, Lm (j ) = m (j )Wm (j ), Obviously, we have

(5618)

j =1

When Cork Walgreen stepped down as CEO in 1998 and chairman in 1999, he could look back on a company that had grown from $1 billion in

(5619)

The arrival theorem implies the key relation Wm (j ) = 1 1 + Lm 1 (j ) , j j = 1, , K (5620)

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