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The modeling spaces discussed in the previous subsection were the problem, solution and background spaces. One should expect to encounter these modeling spaces in some form in any modeling exercise. We consider them here speci cally in UML-based modeling. For ease of usage and discussion, the three modeling spaces are as follows: MOPS: model of problem space MOSS: model of solution space MOBS: model of background space These models are shown in their corresponding modeling spaces in Figure 1.1. Also shown in the gure are the various primary roles in the modeling spaces namely, the user, business analyst, system designer, system architect, project manager and quality manager. Of these roles, the three that work in the modeling spaces to create MOPS, MOSS, and MOBS are the business analyst, the designer and the architect. We now also consider the UML diagrams themselves in order to understand their appropriateness to the modeling spaces.

In some languages, several methods or functions may have the same name, with different numbers or types of arguments This happens in Java, for example, where you can overload a method by defining it several times In these cases, the XSLT processor needs to determine which definition to use How it does so depends on the language being used I'll describe how it's done in Java because the XSLT 11 Working Draft has defined that; other similar languages are likely to use the same kinds of bindings With a Java implementation, the XSLT processor first looks for any public methods that have the right number of arguments The right number here depends on the type of arguments It includes those methods that have the following characteristics: They have the same number of arguments as you used in the extension function call.

speci es ( speci ed by )

01 01 01

They have one more argument than you used in the extension function call, with the first argument for the method being an XSLTContext object They have one less argument than the Java method, if the first argument in the extension function call is an instance, and the method is an instance method If there is more than one method with the right number of arguments, the XSLT processor starts looking at the types of the arguments to determine which method to use The exact way in which it chooses is rather complicated, and it's best to look at the XSLT 11 Working Draft for a full description In brief, the processor looks at each of the arguments in the extension function call and tries to convert them into the arguments defined for the methods Some conversions are classified as more difficult than others.

Although not as common as lenders who provide financing in the form of loans, or debt, a number of institutional investors exist who are willing to part with their capital in the form of equity. In other words, instead of loaning

The method that's chosen is the one in which all the extension function arguments are more easily mapped onto that method's arguments than onto any other method's arguments Table 20 1 outlines the most natural conversion types These mappings are also used to convert the return value of the Java method back into an XPath object 380.

The net result is that the asset has a carrying amount of $65,000: $100,000 $55,000 + $20,000.

Figure 3.4 Fourier transforms of voiced and unvoiced speech sounds, arranged as successive transforms (top) versus time for the sentence Why do I owe you a letter Bottom gure shows more precisely the ve formant locations. Source: Atal and Hanauer [8], # American Institute of Physics, used with permission.

Step 1: Making this substitution, we want to nd the complement " " A \ B \ A [ B \ C . Step 2: By DeMorgan s law, the complement of an intersection is the union " " of set complements. So this can be written as A \ B [ A [ B \ C . Step 3: Again, the complement of an intersection is the union of the set " " complements. So this can be written as A [ B [ A [ B \ C . Step 4: Also by DeMorgan s law, the complement of a union is the intersection of the set complements. So this can be written as " " " A [ B [ A \ B \ C . Step 5: Again, the complement of an intersection is the union of the set " " " complements. This yields A [ B [ A \ B [ C . QED

if ( (hMem & 2) == 0 ) goto return_retValue;