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The objects can be enumerated in a systematic manner, for some combinatorial classes, so that one can easily construct the sth element in the enumeration In such cases, an unbiased generator could be obtained by generating a random number s in the appropriate range (1,N) and constructing the sth object In practice, random number procedures generate a number r in interval [0,1); then s = rN is required integer Ranking and unranking functions exist for almost every kind of combinatorial objects, which has been studied in literature They also exist for some objects listed in minimal change order The minimal change order has more use when all instances are to be generated since in this case either the time needed to generate is less or the minimal change order of generating is important characteristics of some applications.

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FORM 1042-S AND FORM 1042 As the year-end approaches, AP professionals at numerous companies gird themselves to prepare and mail Forms 1099 to independent contractors. As those who make payments to nonresidents are aware, a special form must be used for reporting most types of payments to these individuals, the Form 1042-S. With the heightened security after 9/11, greater attention is now being paid to this reporting.

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In case of generating an instance at random, the unranking functions for minimal change order is usually more sophisticated than the corresponding one following lexicographic order We use only lexicographic order in ranking and unranking functions presented in this chapter In most cases combinatorial objects of given kind are represented as integer sequences Let a1 a2 am be such a sequence Typically each element ai has its range that depends on the choice of elements a1 , a2 , , ai 1 For example, if a1 a2 am represents a (m,n)-combination out of {1, 2, , n} then 1 a1 n m + 1, a1 < a2 n m + 2, , am 1 < am n Therefore element ai has n m + 1 ai 1 different choices Let N(a1 , a2 , .

, ai ) be the number of combinatorial objects of given kind whose representation starts with a1 a2 ai For instance, in the set of (4,6)-combinations we have N(2, 3) = 3 since 23 can be completed to (4,6)-combination in three ways: 2345, 2346, and 2356..

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that it remain above the issuer s rating. Many investment banks have in fact created triple-A rated subsidiaries or special-purpose vehicles (SPVs or special entities created to help isolate and secure certain market transactions; also known as a bankruptcy-remote entity and a derivatives product company) to assist with this type of creative product construction. 4 provides an explicit example of how the credit rating of a product can be directly influenced by the entities involved with creating it. To link yield-related phenomena across the first three chapters of this text, consider Figure 3.2. Each successive layer that is added equates to a higher overall yield for this hypothetical bond. As another perspective on the relationship between credit and the way securities are put together, consider Figure 3.3. As shown, credit risk most certainly can be ranked by security type, and investors should take this reality into consideration with each and every transaction. Figure 3.3 is a conceptual guide to a hierarchy of relationships that can exist between security types and associated credit exposure. There is latitude for investors to place these or other security types in a different relation to one another.

Observing the differences between the regression line and the data, we note that the data t well with the exception of some outliers. We wish to re ne the model so that there are fewer outliers. There are several possibilities to consider. One could consider including higher-order terms. Since there are no apparent curves in the data, this does not look promising and a straight line approximation appears appropriate. Another consideration is to include more variables. More weather variables may be of interest. These would include overnight low temperatures, temperatures of the preceding day, humidity, and cloud coverage among others. A nal consideration is to look at the outliers and see whether there is a recognizable pattern that might be explained by consumer behavior. Following the nal consideration, an investigation of the outliers reveals that many of the data points far below the regression line occur on holidays and weekends. This suggests that two regressions are required: one applying to weekdays only and the other for holidays and weekends. We carry this out for the weekday regression only. Eliminating the weekend and holiday data and recalculating the regression coef cients provides the following result: a0 = 1700 and a1 = 750. Figure 4.2 provides a plot of the resulting regression line along with the corresponding weekday data.

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