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33 standard deviations Where did we get the number 233 We got it out of the book you used in the statistics class you took as an undergraduate In the back of that book was a Z table; and we looked up in that Z table how many standard deviations we would need to move away from the mean in order to isolate 1% of the area in the upper tail If the target insolvency rate is 1/10 of 1% (ie, if the con dence level is 999%), the amount of economic capital needed to support the portfolio would be the expected loss plus 309 standard deviations If the loss distribution was normally distributed, it would be simple to gure out the amount of economic capital necessary to support the portfolio.



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for Ox1 and Ox2 should be obtained. However, if the above reaction occurs in the solution near the electrode, the cyclic voltammograms are distorted. Under appropriate conditions, it is possible to determine the homogeneous electrontransfer rate constants, kf and kb, by simulating the cyclic voltammograms. They employed this method for Ox1 = RNO2 (R = Me, Et, i-Pr and t-Bu) and Ox2 = terephthalonitrile.





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Note that looking at all permutations of a text is impossible There are n!permutations different for n objects, and this means that even a 100-word text has loo! M 933262 x orders Hence, analyzing a sample is the best a researcher can do Also note that the unit of permutation makes a big difference For example, a characterdocument matrix (that is, counting characters in texts) preserves little information Perhaps languages can be distinguished this way, for example, see table 91 for such a matrix comparing a German novel to two English novels But it is unclear what else is discernible At the other extreme, taking a novel and changing the order of the chapters might be readable.

Starting with the target insolvency rate, we could look up in the Z table how many standard deviations we needed, multiply that number by the size of one standard deviation for the loss distribution, and add that number to the expected loss However, as illustrated in Exhibit 13, the loss distributions that we are dealing with have that long, right-hand tail (This is what is meant.

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For example, the chapters of William Burroughs s Nuked Lunch were returned out of order by his publisher, but Burroughs decided to go ahead using this new order (see page 18 of Burroughs Word Virus [ 2 2 ] ) The goal in the next two sections is to test this idea of comparing permutations to the original text The next section discusses a little of the statistical theory behind it, and the section after gives two examples..

In 2001, Corchado and Lees [9] presented a universal forecasting model. It is a hybrid system in which a neural network is integrated within the CBR frame to provide improved case adaptation performance. Here universal means the ability to produce accurate results anywhere on any ocean at any time. The structure of the model and the case adaptation method using ANN are described below in brief. 6.4.1 Structure of the Hybrid CBR System

C. E. Shannon, A Symbolic Analysis of Relay and Switching Circuits, Master s thesis, Massachusetts Institute of Technology, 1940. 6 Claude Shannon, Father of Information Theory, Dies at 84, Bell Labs article, February 26, 2001. www.bell-labs.com/news/2001/february/26/1.html.

Definition A.38 (Dense subset) Let V be N norined spcice nnd S ci subset of V . The set S is mid to he dense in V iffiw every 71 E V there exists ( I sequence { s,, } F=l C S such that

Possibility theory (in the interpretation considered here) is intended to provide means to deal with imprecision, seen as set-valued data, under uncertainty. However, as already discussed above, possibility theory is not the only approach to handle imprecision in such cases. If we accept the context model as a starting point, its toughest competitor is the insufficient reason principle

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