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This means that for The Gold-Bug, a word length of 4 is 0.123 standard deviations below the mean. This varies from story to story. The extreme z-scores are -0.0100 for Why the Little Frenchman Wears His Hand in a Sling and -0.3225 for Metzengerstein. So four-letter words are all slightly below average for all the stories. Although z-scores are computable for any data set, it is easier to interpret for approximately bell-shaped data. However, word lengths are not symmetric around the mean: there are fewer values less than the mean than are greater than it. For example, see output 3.4 for The Tale-Tell Heart. This data shape is called right skewed. Nonetheless, there is only one peak; that is, it is unimodal. In addition, the longest word has 14 letters, so there are no extremely long words in this story. For such data, z-scores can still be useful. Although z-scores are valuable themselves, they are also useful in computing correlations. This is the topic of the next section.



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Essential Windows CE Application Programming by Robert Burdick Wiley Computer Publishing, John Wiley & Sons, Inc. ISBN: 0471327476 Pub Date: 03/01/99





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To help explain how the multiplication factor will affect your selection of lenses, briefly take a look at Kodak s famous four thirds image sensor, used in Olympus DSLRs (and soon, other cameras). The four thirds chip is so named because of its aspect ratio, or proportion of width to height. It has a physical size of 18mm 13.5mm, with a diagonal of 22.5mm. In other words, its diameter is roughly half that of a full-sized image sensor or a frame of 35mm film (which is 24 36mm and a diagonal of 43.3mm). Therefore, a 50mm lens on the DSLR with the smaller four thirds image sensor will give you only half the coverage of the DSLR with the full-sized image sensor, or, an effective coverage of a 100mm lens. In other words, a four thirds powered DSLR has a multiplication factor of 2. (The multiplication factor is sometimes also referred to as a magnification factor.)

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And T = L / R. The initial value of vo(t) in the time intervalt > T, is K since at time T, the exponen tial term is I. According to the design specifications, this initial value is 500 and therefore K = 500. Since this voltage is created by the peak inductor current Ip flowing in R,

In recent times, the majority of RF applications are based on bipolar transistor technology as opposed to MOSFET technology. Bipolar technology had signi cant advantage in performance compared to CMOS technology prior to 1985. With the scaling of CMOS, the advantage of MOSFET technology displaced bipolar transistors in a number of applications from static random access memory (SRAMs), dynamic memory (DRAM), and logic circuitry. Bipolar transistors remained important for analog, high voltage, power, and microwave applications. In recent times, the bipolar transistor as both a homo-junction and heterojunction structure exists in silicon, silicon germanium, silicon germanium carbon, gallium arsenide, indium phosphide, and other exotic material structures. In this chapter, the focus will be on fundamentals of bipolar device physics. This will serve as background for the understanding of high current, high voltage, and power characteristics. These characteristics are important for ESD as well.

Fig. 5.1 Male swordtail sh of the species Xiphophorus helleri have a long sword extending from the base of their caudal n (a); male platy sh Xiphophorus maculatus do not (b).

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specification languages The theoretical complexity of proof for many of these logics is quite daunting Hindriks and colleagues have used Plotlun's structured operational semantics to axiomatize their 3APL language (Hindriks et al, 1998, 1999) With respect to model-checking approaches, the main problem, as we indicated above, is again the issue of ungrounded semantics for agent specification languages If we cannot take an arbitrary program and say, for t h s program, what its beliefs, desires, and intentions are, then it is not clear how we might verify that this program satisfied a specification expressed in terms of such constructs Formalisms for reasoning about agents have come a long way since Hintikka's pioneering work on logics of knowledge and belief (Hintikka, 1962).

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