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The oclIsKindOf() operation is used frequently, and you can substitute the unary # operator for it Typing #Topic is equivalent to typing oclIsKindOf(Topic) This shorthand notation is not currently supported The oclIsTypeOf() operation is also commonly used, and you can substitute the unary ## operator for it Typing ##Topic is equivalent to typing oclIsTypeOf(Topic) This shorthand notation is not currently supported You can substitute the unary * operator for the stereotypedBy() operation Typing *aStereotype is equivalent to typing stereotypedBy("aStereotype") The multiplication operator brings up no ambiguity because of the type involved (String vs Float/Integer) This shorthand notation is not currently supported You can substitute the unary % operator for the format() operation Typing 'the name is %s\n' % name is the equivalent to typing 'the name is %s\n'format(name) Again, ambiguity is eliminated because of the type involved This shorthand notation is not currently supported Instead of using the single equals sign (=) equality operator, you can use the more familiar double equals sign (==) for comparison operations * This shorthand notation is not currently supported You can replace the not-equal operator <> with the familiar != operator * This shorthand notation is not currently supported You can use the binary operator + for String concatenation, thereby replacing 'append'concat('me') with 'append' + 'me' Again, ambiguity is eliminated by the type involved (String vs Integer/Float) When adding to lists, you can replace the add() operation with the binary operator += for example, allSubtopics += topicsubtopics()

Let s add some domain relationships to our domain model Unlike classes, we don t have to worry about confusing domain relationships with C# relationships, because there is no such thing as a C# relationship! So we usually simply talk about relationships Each relationship has a direction, from left to right The left end is the source and the right end is the target of the relationship There are two kinds of relationships, called embeddings and references Embeddings are represented by shapes connected by solid lines, and references are represented by shapes connected by dashed lines As we ll see, embeddings and references have quite different characteristics, especially in the way that they in uence the way that the language is visualized and serialized We start by looking at reference relationships

_v${product_version}_nl1zip"> <zipfileset dir="${temp_nl1}" prefix="${product_prefix}"/> </zip> </target>

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While you can build your plug-ins manually, this can introduce errors and subtle differences between builds Creating a one-click, repeatable build process is essential for delivering (and re-delivering) a commercial Eclipse plug-in In this chapter, we introduced Ant and then went into detail about how to create an Ant-based build process We then went on to discuss some of the issues you will face in building and delivering a plug-in for more than one version of Eclipse

* Note that using == and != shorthand notation requires a directive comment at the top of the source file This makes the traditional OCL operators = and <> illegal within the file Following is an example directive comment (although it seems that use-contemporary-syntax would be a more fitting name):

The Ant website http://antapacheorg/ Ant in Anger: Using Apache Ant in a Production Development System, Steve Loughran, Last updated 2002-11-09 http://antapacheorg/ant_in_angerhtml

We ll add a Comment domain class to the example and introduce a reference relationship so that a Comment can be associated with any number of StateElements, and a StateElement can have any number of Comments The store at DSL runtime will contain MELs representing StateElements and Comments, connected by links of the new relationship as shown by the dashed lines in Figure 3-10

For each of the ocl-prefixed operations and types available from OCL, QVT provides a synonym operation that drops the ocl For example, you can use isKindOf() in QVT in addition to the traditional oclIsKindOf() Note that this support is not yet part of the M2M QVT OML implementation Table 13-2 lists synonyms for predefined OCL operations

Summary

When organizing anything, you more than likely end up with a handful of items that do not fit into any of the existing categories yet are not large or numerous enough to warrant a new category; this book is no exception This chapter contains miscellaneous topics that bear discussing, but don t really fit anywhere else in the book, including: Advanced Search Reference Projects Accessing Internal Code Adapters Opening a browser or creating an email Types specified in an extension-point Modifying Eclipse to find part identifiers

Table 13-2 Type String Integer OCL Operators Operator + + - (binary) - (unary) * / Real + - (binary) - (unary) * / Operation concat plus minus unaryminus multiply divide plus minus unaryminus multiply divide

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