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1. Sofmic (fictitious name) is a large software vendor. About twice a year, Sofmic acquires a small specialized software company. Recently, a decision was made to look for a software company in the area of data mining. Currently, there are about 15 companies that would gladly cooperate as candidates for such acquisitions. Bill Gomez, the corporate CEO, asked that a recommendation for a candidate for acquisition be submitted to him within one week. Make sure to use some computerized support for justi cation, preferably from the area of AI, he said. As a manager responsible for submitting the recommendation to Gomez, you need to select a computerized tool for conducting the analysis. Respond to the following points: a. Prepare a list of all the tools that you would consider. b. Prepare a list of the major advantages and disadvantages of each tool, as it relates to this speci c case. c. Select a computerized tool. d. Mr. Gomez does not assign grades to your work. You make a poor recommendation and you are out. Therefore, carefully justify your recommendation. 2. Table 12.6 provides a list of ten categories of ES. Compile a list of ten examples from the various functional areas in an organization (accounting, nance, production, marketing, human resources, and so on) that will show functional applications as they are related to the 10 categories. 3. Review the opening case and answer these questions: a. Why do airlines need optimization systems for crew scheduling b. What role can experts knowledge play in this case c. What are the similarities between the systems in Singapore and Malaysia 4. Debate: Prepare a table showing all the arguments you can think of that justify the position that computers cannot think. Then, prepare arguments that show the opposite.



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1 where c m ( g ) = 2 0 g ( ) e im d is the Fourier coef cient of the 2 -periodic function g Let us explore what the coherent state quantization map (123) produces, starting with some elementary functions f We have for the most basic one

n + 1|n n + 1| = a ,

(1211)





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in uence would be dramatically reduced, and the ownership and the operations of the World Bank system would be democratized dramatically with considerably more vested parties than today Without a doubt the IMF and World Bank will be needed for emergency lending like during the Asian and Latin American nancial crises of the 1990s, and should be reincarnated as defenders of global nancial stability, with expanded roles in information and risk monitoring As we have seen, with increased nancial openness and liquidity comes the need for oversight In addition to being a lender to countries without capital access, the World Bank could become a global authority that could track aggregate ows to protect against imbalances and speculative attacks Finally, on the nancial front, the IMF and World Bank should take this opportunity to evolve into more dynamic nancial players than in the past As of February 2008, the IMF had dwindled down its balance sheet to roughly $5 billion in outstanding credits versus $50 billion in 2004 Stephen Jen of Morgan Stanley proposed selling the IMF s 100 million ounces of gold reserves, worth more than $90 billion at current prices (see Figure 28)55 With the proceeds, the IMF could start a supranational endowment for longer term investing In additional to generating new income (which gold sitting in a vault does not), the

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In the case of the error example, the specified variable contains an array of error objects, which give rich information. They have an Exception property, which contains the text of the message. You can see what it is in this case:

which is the lowering operator, a|n = n|n 1 The adjoint a is obtained by replacing z by z in (1211) 1 From q = 2 (z + z ) and p = 12i (z z ), one easily infers by linearity that the 1 canonical position q and momentum p map to the quantum observables (a+a ) = Q and 12i (a a ) = P , respectively In consequence, the self-adjoint operators Q and P obtained in this way obey the canonical commutation rule [Q, P ] = iIH , and for this reason fully deserve the name of position and momentum operators of the usual (Galilean) quantum mechanics, together with all localization properties speci c to the latter, as they were listed at length in 1

At this point, it is worth recalling what quantization of classical mechanics means in a commonly accepted sense (for a recent and complete review, see [155]) In this context, a classical observable f is supposed to be a smooth function with respect to the canonical variables Here we reintroduce again the Planck constant since it parameterizes the link between classical and quantum mechanics

1231 Van Hove Canonical Quantization Rules [161]

9.10 PERFORMANCE IN THE PRESENCE OF OUTDATED OR IMPERFECT CHANNEL ESTIMATES In general, diversity combining techniques rely, to a large extent, on accurate channel estimation. As a typical rst step in performance analysis, perfect channel estimation is assumed as was done in the previous sections. However, in practice these estimates must be obtained in the presence of noise and time delay. For

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