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or more individual SMs through the network Each SMS of a concatenated SMS will trigger its own CAMEL service CAP IDP-SMS does not contain an indication that the SMS is part of a concatenated SMS

(n) |pij j | n ,

n = 1, 2,

In particular,

n (n) lim pij = j ,

.

Proof Let s be any recurrent state of the Markov chain Since the Markov chain is aperiodic, we have by part (c) of Theorem 357 that there exists an integer 1 and a number > 0 such that

(n) For any j I , de ne the sequences {Mj(n) , n 0} and {mj , n 0} by (n) Mj(n) = max pij i I (n) (n) and mj = min pij i I

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As the company s profile rose, so did its exposure, attracting outside observers who wrote for larger audiences than professors reading graduate dissertations at the University of Chicago Four months after Walgreens went public, in the September 1928 issue of Chain Store Review (now called Drug Store News, the industry s principle publication), Charles Walgreen explained the philosophy behind the chain s great expansion Growth in business is largely multiplication, he said, sounding much like a recent Walgreens CEO describing the chain s amazing growth in the last quarter century He continued: Small, a pattern is set, which, with growth, remains substantially unchanged Provided the person is correct in substantial details, the business can multiply itself a thousand-fold without altering the paramount task of management, which is keeping all phases of essential details in correct relationship to the whole But if there are uncertainty and doubt in that original pattern, these elements are simply magnified by growth size possesses no magic for overcoming defects and the fear of bigness is probably largely a fear that something like this may happen I had the fear of bigness once but no more A successful business, like a tree, grows rhythmically, uniformly in all its essential parts I entertain no fears for the future of that business which starts out with fundamental proportions right and keeps them right even when events require computations to be made in the millions instead of the thousands However big the figures may be, the percentage will never outswell 100!66

(n+1)

pik ,

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