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The only time that the term inside the square root is not negative occurs when Corr(P,B) = 1. In this case B and P are identical, B = P, and the above equation reduces to e = M. The retailer would sell M MWH of baseload; producers would be able to eliminate their day-ahead energy cost risk. For the general case, B and P differ because the load pro le of the unit output differs from the baseload pro le of the market instrument. The situation is similar to that of the retailer. Step 4. Solve for the quantity of the market instruments that minimizes the risk.



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Notice that setAnInstanceVariable, anInstanceVariable is set to the value of aVar which was passed into the method. While it is not a requirement of the set method that it contain one or more assignment statements, this is usually the case. You don t need to write both get and set methods for a bean property. If your JSP or Java code doesn t need to change a bean property, then you shouldn t create a set method for that property. The following section takes a quick look at coding accessor methods for indexed bean properties.





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1. J. L. Kolodner, Case-Based Reasoning, Morgan Kaufmann, San Francisco, 1993. 2. J. Jarmulak, S. Craw, and R. Rowe, Using case-base data to learn adaptation knowledge for design, in Proceedings of the Seventeenth International Joint Conference on Arti cial Intelligence (IJCAI-01), Seattle, WA, Morgan Kaufmann, San Francisco, pp. 1011 1016, 2001. 3. D. B. Leake, A. Kinley, and D. Wilson, Acquiring case-adaptation knowledge: a hybrid approach, in Proceedings of the Thirteenth National Conference on Arti cial Intelligence, Menlo Park, CA, AAAI Press, Menlo Park, CA, pp. 684 689, 1996. 4. M. H. Goker, Attribute types and adaptation of technical objects, in Proceedings of the Sixth German Workshop on Case-Based Reasoning (GWCBR-98), Universitat Rostok, Berlin, vol. 7, pp. 169 178, 1998. 5. W. Wilke, B. Smith, and P. Cunningham, Using con guration techniques for adaptation, in Case-Based Reasoning Technology from Foundations to Applications (M. Lenz, B. Bartsch-Sporl, H. D. Burkhard, and S. Wess, eds.), Springer-Verlag, Berlin, pp. 139 168, 1998. 6. B. Fuchs and A. Mille, A knowledge-level task model of adaptation in CBR, in Proceedings of the Third International Conference on Case-Based Reasoning (ICCBR-99), Seeon Monastery, Munich, Germany, Springer-Verlag, Berlin, pp. 25 27, 1999.

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Choosing Unit Types .................................................................................................................. 97 Setting the drawing units.................................................................................................. 98 Setting the angle type ....................................................................................................... 99 Setting the angle measure and direction ......................................................................... 100 Drawing Limits ......................................................................................................................... 101 Understanding Scales................................................................................................................ 102 Working with scale formats ............................................................................................ 103 Using annotative scales ................................................................................................... 104 Customizing the scale list ............................................................................................... 106 Deciding on a scale and sheet size .................................................................................. 107 Creating a Titleblock ................................................................................................................ 107 Specifying Common Setup Options .......................................................................................... 108 Customizing with the MVSETUP Command and Setup Wizards .............................................. 110 Summary .................................................................................................................................. 111

For both equations, if f approaches minus in nity, p approaches zero and if f approaches in nity, p approaches 1, thus ensuring the boundary conditions of p. The following diagram shows both functions plotted with probability on the horizontal axis. Notice the similarity in the shapes of the two curves.

where e is as de ned in Eq. 5.2. The AIC is calculated as AIC log 1 2n=N V 5:7

2-pu2(M+y-l)

The C=A-code has the following functions: 1 To enable accurate range measurements and resistance to errors caused by multipath To establish the position of a user to within 10 100 m, accurate user-to-satellite range estimates are needed The estimates are made from measurements of signal propagation delay from the satellite to the user To achieve the required accuracy in measuring signal delay, the GPS carrier must be modulated by a waveform having a relatively large bandwidth The needed bandwidth is provided by the C=A-code modulation, which also permits the receiver to use correlation processing to effectively combat measurement errors due to thermal noise Because the C=A-code causes the bandwidth of the signal to be much greater than that needed to convey the 50-bps data stream, the resulting signal is called a spread-spectrum signal.

Water (0.890) Methanol (0.545) Ethanol (1.096) 1-Propanol (1.947) 2-Propanol (2.078) 1-Butanol (2.67) 2,2,2-Trifluoroethanol (1.78) Ethylene glycol (1.661) Formamide (3.30) N-Methylformamide (1.66) N,N-Dimethylformamide (0.793) N,N-Dimethylacetamide (0.919) Hexamethylphosphoric triamide (3.23) 1,1,3,3-Tetramethylurea (1.401) N-Methyl-2-pyrrolidinone (1.666) Pyridine (0.882) Dimethyl sulfoxide (1.963) Acetone (0.3116) Methylethylketone (0.378) Propylene carbonate (2.513) Sulfolane (10.330) Acetonitrile (0.344) Nitromethane (0.612 0.627) Nitrobenzene (1.849) Formic acid (1.610)

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