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We present one more example before summarizing results. The example addresses an additional complexity; both the gas price and ISO index are considered to be random variables. This example is included for completeness. A bit more sophistication is necessary to determine the optimal solution because optimization must be performed in two dimensions as opposed to one.

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TABLE 3.10.4 Propagation Times in Four Driving Methods for Selected Interconnection Widths Interconnection Length (mm) 0.1 0.2 0.5 1.0 2.0 5.0 10.0 GaAs MESFET (ns) 8.9 5.0 2.21 1.35 0.8 0.52 0.36 Minimum-Size Repeaters (ns) 2.79 2.99 3.5 3.82 4.34 5.23 6.34a Optimum-Size Repeaters (ns) 0.05 0.09 0.38 0.39 0.42 0.56 0.82a Cascaded Drivers (ns) 10.6 5.85 2.18 1.42 1.19 1.59 2.48

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white-collar workers, each of whom he argues have such opportunities each day The issue, he contends, is that this latter population is much smaller, thus driving up the frequency of offenses when considering the absolute number of offenses versus a smaller base population of only white-collar workers40 The next notable commentary on Gottfredson and Hirschi s position appeared in 1996, when Reed and Yeager published Organizational Offending and Neoclassical Criminology: Challenging the Reach of a General Theory of Crime They began their critique by recounting a bit of theoretical history, noting that since Sutherland s work in 1939 criminologists have used the platform of white collar crime as a launching point for attacks on theories of criminal causation based on economic deprivation or personal defects Conversely, many of these same theorists have constructed arguments that white collar crime exhibits characteristics unlike almost all other forms of crime.

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where a is the attenuation constant, b is the propagation constant, F denotes Fourier transformation, and F 1 represents the inverse Fourier transformation. Using the symbols shown in Fig. 3.7.1, the effective dielectric constant eeff and the characteristic impedance Z0 at zero frequency have been calculated by Schneider [51] to be " # er 1 3:7:3 eeff 0:5 er 1 p 1 10 h=w 8 > > > < > > > : ! w<h 3:7:4

41 Reed and Yeager then go on to advance their critique by contending that Gottfredson and Hirschi selected those elements of white-collar crime that most closely resembled the general population of offenses committed by the young, typical, active offender They then contrast a series of corporate white-collar offenses to show what they believe are the inadequacies of the general theory, noting that such corporate crimes are usually absent from much Uniform Crime Reports data In this regard, we should note that while several theorists have also focused on corporate offenses, this is a stance markedly different from what we have been discussing as typical of occupational, or workplace, fraud42 In supporting their position with regard to corporate crimes and the adverse implications its commission has for the general theory, they cite 18 studies on the frequency of such offenses, ranging from anti-trust violations to financial fraud to pollution violations.

The third signi cant problem with superdirective arrays is tight tolerances. Because superdirectivity involves a partial cancellation of the element contributions at the main beam peak, with more cancellation for more superdirectivity, the tolerance of each element coef cient (excitation) becomes smaller (tighter) with more superdirectivity (Uzsoky and Solymar, 1956). A simple calculation has been made of these effects for Dolph Chebyshev arrays by perturbing the center element of an odd array, nding the tolerance to reduce the directivity by 0.5 dB. This is not expected to be sensitive to sidelobe ratio, and a value of 20 dB was used. Calculations were made for N = 3 and 5 as a function of spacing, with the results shown in Figure 2.17. It was noted that the percentage error versus d/ curve is linear up to spacings of roughly 0.1 . For N = 3 the slope is 2 : 1, and for N = 5 the slope is 4 : 1. Thus for

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