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The conquest of new territories continued with the British, the French, and the Dutch during the eighteenth century. This was the time of expeditions in North and South America, and also in the Indian Ocean, trying to nd the best way to travel towards the East (Fig. 1.9). Cook s famous expeditions to the Paci c Ocean were also great chapters in this era of navigation. It took almost three centuries for the longitude problem to be solved. During this period, signi cant progress occurred in the development of instruments and maps, but nothing in determining longitude. As early as 1598, Philipp II of Spain offered a prize to whoever might nd the solution. In 1666, in France, Colbert founded the Academie

The legitimacy of using the z-score transformation and its associated probabilities depends on the normality of the distribution of the continuous variable Although it is tempting to conclude that most inferential statistics are robust to violations of normality, that conclusion is not warranted Bradley (1982) reported that statistical inference becomes less robust as distributions depart from normality and rapidly so under many conditions And even with a purely descriptive study, normality of variables (as well as pair-wise linearity and homoscedasticity, discussed in the section titled Multivariate Assumptions ) enhances the analysis, particularly when individual variables are nonnormal to varying degrees and in varying directions Skewness and kurtosis are statistics for assessing the symmetry (skewness) and peakedness (kurtosis) of a distribution.

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A distribution with positive skewness has a few cases with large values that lengthen the right tail; a distribution with negative skewness has a few cases with small values that lengthen the left tail A distribution with positive kurtosis is too peaked (leptokurtic); a distribution with negative kurtosis is too at (platykurtic think atty ) A normal distribution is called mesokurtic Nonnormal distributions have different percentages of cases between various standard deviation units than does the normal distribution, so z-score transformations and inferential tests applied to variables with nonnormal distributions are often misleading Figure 51 shows a normal curve and several that depart from normality In a normal distribution, skewness and kurtosis are zero The standard error of skewness is sskewness = The standard error of kurtosis is skurtosis = 24 N (52) 6 N (51).

The cathartic method was the immediate precursor of psychoanalysis; and, in spite of every extension of experience and of every modification of theory, is still contained within it as its nucleus. (p. 194)

18.1.4.1 Con guration We can control many deployment details using the Microsoft .NET Framework con guration facilities. For example, as we discussed earlier, we consider versioning to occur at the assembly level of detail. This enables the side-byside execution of different versions of the same assembly on the same computer at the same time. This is very different from the deployment and execution scenarios that we used for traditional applications in a Windows-based operating system environment. When our managed components are deployed, they can specify rules controlling which version of an assembly should be used. In fact, we can also specify which version of the Common Language Runtime (CLR) should be used. These details are not hardcoded into the application, and they are not stored systemwide in the window registry. Instead, these details are speci ed within one of the standard con guration les. For our purposes here, we are focusing on three standard types of con guration les used within the platform:

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Figure 8.2 The effects of discrepancy-enlarging feedback systems are often constrained by discrepancy-reducing feedback systems. A value moves away from an undesired condition in an avoidance loop and then comes under the in uence of an approach loop, moving toward its goal value. Source: From C. S. Carver and M. F. Scheier, On the Self-Regulation of Behavior, copyright 1998, Cambridge University Press. Reprinted with permission.

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