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8.3. THE MATHEMATICAL MODELING PROCESS As we have seen in the preceding discussion, mathematical models and solution techniques can be used to support decision-making processes in practice. First, one needs to model certain parts of reality. Here one can choose between a large variety of model types, and it requires some skills (besides mathematical ones) to choose the appropriate type of model, next to choosing, for example, the appropriate level of detail of the model. Pidd (1999) describes the modeling process as Just Modeling Through. This puts emphasis on the development of the model as a process (the modeling process) instead of on the end product (the model). Mathematical models can be seen as entities on their own, which can be used to solve planning problems. However, this approach underexposes important aspects of problem solving by means of models. Indeed, let s consider the modeling process in somewhat more detail. This process has been represented schematically in Figure 8.4. Generating a proper Problem Formulation (see Figure 8.4) is dif cult

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Scheduling a script on UNIX-like operating systems, including Mac OS X and Ubuntu, involves editing a file called a crontab. To do this, log in as the user that you want to run the scheduled task under, then type:

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laying videos is something that Media Center does extremely well. The video enhancements Microsoft incorporated to make low-resolution TV programs look fantastic on just about any TV or display connected to your Media Center PC make movies that you create on a digital camcorder look better than you ve ever seen them. The same goes for old home movies from 8mm, Super 8 lms, and from analog camcorders. Media Center plays videos the same way and with the same easy-to-use controls as TV programs and music. If you have watched TV or played music in Media Center, you ll be right at home in My Video. There is one caveat: getting your home videos onto your computer requires some knowledge of le transfers and connecting your camcorder or VCR to your Media Center PC. This chapter takes a look at capturing your movies and then playing them in Media Center.

import Image, ImageDraw from whrandom import randrange img = Image.open( happy.jpg ) draw = ImageDraw.Draw(img) points = [] # Create a list of random points for i in xrange(10): points.append((randrange(img.size[0]), # x randrange(img.size[1]))) # y >>> draw.line(points) >>> img.show() >>> >>> >>> >>> >>> >>> ...

FIGURE 2.4 Measured E- and H-plane radiation patterns at resonance of (a) shorted and (b) conventional triangular microstrip antennas with parameters given in Figure 2.3. (From Ref. 7, C 1997 IEE, reprinted with permission.)

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Early studies demonstrated that sibutramine produced dose-dependent weight loss across the dosage range of 5 30 mg daily (Bray et al., 1999). The clinically licensed doses of 10 or 15 mg once daily have been tested in several

In this particular case, we assume that the input current is a simple cosinusoid, for simplicity. We also assume here that the input signal has zero phase; this is usually the case, since the input signal acts as a reference for the time scale. The output signal is completely known once the in nite complex phasors Vn are known: these are the unknowns of our analysis problem. The Fourier series representing the output signal (eq. (1.69)) is replaced into the nonlinear Kirchhoff s equation; then, we try to split the single dif cult equation into several simpler equations. By replacing eq. (1.69) into the nonlinear Kirchhoff s eq. (1.13), we get,

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