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For example, there are applications in the nancial world, in transportation planning, in production planning, in marketing, in manpower planning, and so on Here a planning process is interpreted as a decision-making process aiming at the selection of appropriate actions that are to be carried out in practice such that the planned system will achieve certain objectives (Ackoff, 1962) The planned system may be large, such as a company that wants to minimize its costs or to maximize its service performance, or small, such as a truck driver who wants to reach his destination along the shortest or the fastest route possible The remainder of this chapter is structured as follows In Section 82, we start with an example of a simple planning problem, and we develop a mathematical model that can be used to solve this problem.

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This example is used to explain certain concepts, and it serves as a reference in the remainder of this chapter In Section 83, we generalize the description of Section 82 by presenting the planning process based on mathematical models in more general terms Section 84 lists a couple of modeling techniques as well as a couple of solution techniques This section also presents some background information on the theory of computational complexity, which is highly relevant in a planning context In Section 85, we describe several methods that can be used to deal with multiple objectives Section 86 describes how mathematical models can be used to support both proactive and reactive planning processes Section 87 discusses modeling systems, which are quite useful tools in a modeling context, especially during the development phase of a mathematical model In Section 8.

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The term network attached storage (NAS) refers to any device that is attached to a network and dedicated to nothing but storage. In commercial networks, this is often a relatively lowpower PC with many hard drives. Recently, NAS devices have come into the personal arena, with the simplest devices being a single drive in an external box much like USB and 1394 boxes. In fact some of these small NAS devices offer USB or 1394 as well as network connection via 100 Mbps Ethernet. Small devices containing multiple drives for storage capacity approaching a terabyte or more are also becoming available. These are not much bigger that the 2 to 4 drives they hold and are equipped with their own power supply (see Figure 7-5).

8, we describe some issues that are relevant when applying mathematical models in practice Section 89 presents a real-life example related to the planning process of the rolling stock circulation of a railway operator The chapter is nished in Section 810 with some conclusions and nal remarks..

3.2 3 2.8

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Two parameters will be of interest in view of applications of degenerate four-wave mixing: rst, the re ectivity R jEc (0)=Ep (0)j2 of the nonlinear phase conjugate mirror; and second, the gain G jEp (L)=Ep (0)j2 , which characterizes probe beam ampli cation. According to the above relations, the parameters R and G which are characteristic of the degenerate 4WM interaction are expressed by the following expressions: R tan2 jKjL G 1 cos2 jKjL (7) (8)

Definition B.6 (Transpose)The transpose of a matrix is obtained by interchanging its rows and columns. Transposition is indicated by the superscript T. Therefore, the transpose AT of the matrix A is dejined as

completely determines the resulting amplitude and phase relationships among current harmonics and reveals some important properties By a simple Fourier transformation, the drain current harmonic components can be computed as plotted in Figure 451(b), where only the rst three harmonics are reported for the sake of brevity As it is possible to note, for conduction angles ranging from Class-A to Class-B, the second-harmonic component I2 is always in-phase, while the third one I3 remains always out-of-phase with respect to the fundamental component I1 (ie having the same and opposite sign respectively) As a consequence, the direct application of the multi-harmonic manipulation procedure described earlier, that is, with purely resistive harmonic loads, is not allowed at all Only a Class-F design is therefore directly applicable [30].

7.103 7.104

FIGURE 5.67 Measured axial ratio for the case with a centerline cross strip shown in Figure 5.66(a); r = 4.4, h = 1.6 mm, L 1 = 34 mm, w c = 2 mm, and feed at point A. Antenna 1: L 2 = 29 mm, = 5.5 mm, dp = 8 mm; antenna 2: L 2 = 31.5 mm, = 4 mm, dp = 7.0 mm. (From Ref. 20, C 1999 IEEE, reprinted with permission.)