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rule block 0 (goal Make instances of iris, holds fuzzy sets) IF (in Data N = <N> AND orig = <ORIG>) THEN :write "Making instance of specimen <N>\n", make Iris N = <N> orig = "<ORIG>"; :rule r1 rule block 0 (goal Fuzzify input data) IF (in Data N = <N> AND PL = <PL> AND PW = <PW> AND SL = <SL> AND SW = <SW>) (in Iris N = <N>) THEN :write "Fuzzifying specimen <N> data\n", fuzzify 2 PetalL <PL>, fuzzify 2 PetalW <PW>, fuzzify 2 SepalL <SL>, fuzzify 2 SepalW <SW>, fire block 0 off, fire block 1 on; :rule r2 rule block 1 (goal classify as setosa) IF (in Iris N = <N> AND PetalL is setosa AND PetalW is setosa AND SepalL is setosa AND SepalW is setosa) THEN :write "Classifying specimen <N> as setosa\n", in 1 species is setosa, in 1 final is "Iris-setosa", fire block 1 off, fire block 2 on; :rule r3 rule block 1 (goal classify as versicolor) IF (in Iris N = <N> AND PetalL is versicolor AND PetalW is versicolor AND SepalL is versicolor AND SepalW is versicolor) THEN :write "Classifying specimen <N> as versicolor\n", in 1 species is versicolor, in 1 final is "Iris-versicolor", fire block 1 off, fire block 2 on;

This type of mortgage, which has you pay off both your principal and your interest at the same time, and owe nothing at all at the end of the mortgage s term, is called self-amortizing ADJUSTABLE RATE MORTGAGE (ARM) In the early 1980s, a new type of mortgage was introduced: the adjustable-rate mortgage (ARM) Here, the interest rate isn t f ixed and unchanging over the mortgage s term Instead, it goes up or down according to how interest rates in general are behaving and so do your monthly payments In other words, the lender is shifting onto the borrower much of the risk that interest rates will climb To compensate the borrower, the lender sees to it that an ARM has a lower interest rate than a f ixed-rate mortgage for a period of a few months to a few years.

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Value ITALIAN Julie s Ristorante Italiano For moderately priced, down-home Italian cooking, check out this place. The gimmick is that you get to create your own pasta dish, choosing from a wide selection of pastas and sauces. Veal and chicken dishes dominate the menu, and most, especially the chicken parmigiana, are quite acceptable. A house specialty is Bahamian lobster tail with

anyone else who uses principles or rules. He then uses a dismally ubiquitous academic s ploy he is unable to fortify his own position so he attacks his critics thinking instead. The four principles approach is manifestly empty, and has achieved its great popularity as a direct result. Because the principles lack detail and since their adherents attempted justi cations swiftly collapse into waf e they can be used by almost anyone to defend almost anything, and have a special appeal to those for whom existing arrangements are good. For such lucky men and women the principles will very likely seem to:

The fact that an ARM carries a lower initial interest rate means that your early mortgage payments will be lower and you can usually qualify for a larger mortgage amount The interest rate on an ARM is linked to the interest rate on an index a marker of interest rates in general As the index rate goes up or down, the ARM s rate will follow The change might be made every year, every three years, or every f ive years In a typical case, the rate on an ARM is set at two and threequarter percentage points above the interest rate on a one-year Treasury bill (this is called the margin), and then is adjusted every year If the Treasury bill rate is 7 percent one year, and 75 percent a year later, an ARM s interest rate might go from 8.

56. p

5 percent to 9 percent a year later Commonly used indexes include six-month Treasury bills, one-year Treasury bills, three-year Treasury notes, f ive-year Treasury notes, the national mortgage contract rate, and the 11th District Cost of Funds.

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In Portfolio Manager, default correlation is computed in the Global Correlation Model,2 which implements the asset-correlation approach via a factor model that generates correlated asset returns. Denoting the return on rm A s assets at time t by rA(t), the factor model starts with the equation rA (t ) = ArCI, A (t ) (4.1)

Note that if there are real roots, then we loop through each of the roots and only add a subinterval if the function at the mid-point is positive. The actual integration then reduces to a loop over the bounds and is implemented in the method integral indicator.

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