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They treat the information at this level as simple data types and content devoid of any business semantics In Figure 141, the Sales Record COS represents one or more sales records, but it is devoid of any real understanding of the data contained within it all of the logic and semantics rules that are not implemented directly within the Sales database itself must be implemented in the second tier not the Data Services Tier Putting it all together, we can see that the User would connect to the Sales Report subsystem via its GUI This GUI might include several options including information that can be passed to the lower tiers as additional selection or ltering criteria but not the actual logic used to determine when an account is overdue The Overdue Accounts subsystem uses its internal logic and rules to process the data fetched via the Sales Record subsystem.

Leaders must be rigorous about the truth, but Dunn and her HP colleagues got so wrapped up in what they could or could not do that they lost track of what they should or should not do; they lost track of The HP Way, the values that had built the company and made it strong and unique. Human conduct is more complicated than what the language of law can describe. Human conduct, in its in nite variety and creativity, de es reduction. It has a lot to do with aspirations and intentions, with back-and-forth interactions. Our interpersonal synapses are two-way streets, and the interactions that travel through them are dynamic. Rules, because they are made reactively, have dif culty keeping up with the in nite permutations and various shades of meaning that pass between people in the course of life.

Table 2-3

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The nal results are passed back to the Sales Report subsystem If a printed version of the report is desired by the end-user, then the nal results are passed to the Sales Report subsystem..

7.2.1.1 Constant-Rate Model The rate is assumed to be constant. This is reasonable if the required precision is small compared to the rate uctuation. 7.2.1.2 Bounded-Drift Model The deviation of the rate from the standard rate 1 is assumed to be bounded. We call this deviation the clock s drift r(t) f (t) 1 dh(t)=dt 1, and denote the corresponding bound with rmax : rmax

1 Muller RS and Kamins TI Device electronics for integrated circuits New York: John Wiley and Sons; 1977 2 Gray PE, Searle CL Electronic principles: physics, models, and circuits New York: John Wiley and Sons, Inc; 1969 3 Gray PE, DeWitt D, Boothroyd AR, Gibbons JF Physical electronics and circuit models of transistors Semiconductor Electronic Education Committee, vol 2 New York: John Wiley and Sons; 1964 4 Thornton RD, DeWitt D, Chenette ER, Gray PE Characteristics and limitations of transistors Semiconductor Electronic Education Committee, vol 4 New York: John Wiley and Sons; 1964 5 Sze SM Physics of semiconductor devices New York: John Wiley and Sons; 1981 6 Cressler JD, Niu G Silicon germanium heterojunction bipolar transistors Boston: Artech House; 2003 7 Zener C A theory of electrical breakdown of solid dielectrics Proceedings of the Royal Society (London) A 1933;145:523 9 8 Wolff PA.

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where n is the total number of observations, x the mean value for the predictor variable, y the mean value for the response variable, and the summations are i = 1 to n. Equations (2.5) and (2.6) are therefore the least-squares estimates for 0 and 1 , the values that minimize the sum of squared errors. We now illustrate how we may nd the values b0 = 59.4 and b1 = 2.42, using equations (2.5) and (2.6) and the summary statistics from Table 2.2, which shows the values for xi , yi , xi yi , and xi2 for the cereals in the data set (note that only 16 of the 77 yi = 3285.26, cereals are shown). It turns out that for this data set, xi = 534, xi yi = 19, 186.7, and xi2 = 5190. Plugging into formulas (2.5) and (2.6), we

E V O L V I N G T A K A G I - S U G E N O F U Z Z Y S Y S T E M S FR OM ST R E A M I N G D A T A ( e T S )

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