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For evaluating the learning methods for possibilistic networks we used a realworld database for the Danish Jersey cattle blood type determination example with 500 sample cases. This database contains a considerable number of missing values and thus is well suited for a possibilistic approach. As a baseline for comparisons we chose, as in the probabilistic case, a graph without any edges and the human expert designed network. However, the results obtained with the latter are not very expressive, since it captures a different kind of dependence, as it is based on a different uncertainty calculus.

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That is, instead of minimizing the sum of squared errors, discriminant analysis maximizes the ratio of between group variance to within group variance (where the groups could be those that default and those that survive ) Mathematically, for two-category dependent variables (eg, default/no-default), ANOVA and discriminant analysis are the same The discriminant function is the linear combination of the independent variables that yields the largest mean differences between the groups If the discriminant score of the function is less than or equal to the cutoff score, the case is classed as 0; if it is above the cutoff score, it is classed as 1 To make this more concrete, let s look at a simple case We rst need to decide what time horizon to use for the default event Suppose we decide on a one-year time horizon.

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RemoveCode method provides the mechanism to remove a piece of code from a speci c code repository or DINA node along with its corresponding entry in the code_storage table.

Then, we need to use the values of the predictor variables (ie, nancial data) of each rm a year prior to the event of default Though it is less clear as to what time point to use for collecting the nancial data of nondefaulting rms, one might choose some sort of consistent scheme (for example, using averages of nancial data for the different one-year prior to default time points) Suppose our default model has just one predictor variable a nancial ratio and we want to estimate the relation between this variable and default, using a database of 40 defaults and 400 nondefaults In the regression, we set y = 1 for default and y = 0 for no default and we weight each default by the multiple of nondefaults to defaults (ie, 10) The resulting regression equation is shown in the following diagram..

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tipped to become a star in the future, this is known as seeding , and worked well for Eva Herzegovina and Wonderbra. However, if the star does not materialize, the brand will not get the coverage either. The casual clothing brand Criminal used Steven Marks a selfconfessed drug smuggler as an ironic gurehead for its publicity. David Beckham is an example of a celebrity who has become a brand in his own right. When selecting a suitable celebrity, fashion marketers try to achieve a match between the characteristics of the brand image they wish to project and the perceived qualities of the celebrity. In practice this is often accomplished by the use of focus groups who discuss their impressions of both celebrities and brands.

in terms of four 4 4 quaternion basis matrices, 1 ; 2 ; 3 ; 4 , the rst of which is an identity matrix and the rest of which are antisymmetric. C.4.4.2 Addition and Multiplication Addition of quaternion vectors is the same as that for ordinary vectors. Multiplication is de ned by the usual rules for matrix multiplication applied to the four quaternion basis matrices, the multiplication table for which is given in Table C.1. Note that, like matrix multiplication, quaternion multiplication is noncommutative. That is, the result depends on the order of multiplication. Using the quaternion basis matrix multiplication Table (C.1), the ordered product AB of two quaternion matrices A a1 1 a2 2 a3 3 a4 4 ; B b1 1 b2 2 b3 3 b4 4 C:232 C:233

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