By José Meseguer, Grigore Rosu

This ebook constitutes the refereed complaints of the twelfth foreign convention on Algebraic method and software program expertise, AMAST 2008, held in Urbana, IL, united states, in July 2008.

The 28 revised complete papers provided including three invited talks have been conscientiously reviewed and chosen from fifty eight submissions. one of the themes coated are all present matters in formal tools concerning algebraic and logical foundations, software program know-how, and to programming technique together with concurrent and reactive platforms, evolutionary software/adaptive platforms, good judgment and sensible programming, item paradigms, constraint programming and concurrency, application verification and transformation, programming calculi, specification languages and instruments, formal specification and improvement case experiences, common sense, type thought, relation algebra, computational algebra, algebraic foundations for languages and platforms, coinduction, theorem proving and logical frameworks for reasoning, logics of courses, in addition to algebra and coalgebra.

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Additional resources for Algebraic Methodology and Software Technology: 12th International Conference, AMAST 2008 Urbana, IL, USA, July 28-31, 2008, Proceedings (Lecture Notes ... / Programming and Software Engineering)

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A general tree. 2. Every structural element of a feature must have a name and type that become the name and type of the node in the FST. 3. An element must not contain two or more direct child elements with the same name and type. 4. Elements that do not have a hierarchical substructure (terminals) must provide superimposition rules, or cannot be superimposed. These constraints are usually satisfied by contemporary programming languages. But also other (non-code) languages align well with them [3, 14].

This idea has been explored in depth in work on subject-oriented programming [17] and aspect-oriented programming [18]. The process of determining where two features are to be composed is called quantification [19]. In the remainder, we distinguish between two approaches of composition: composition by superimposition and composition by quantification. Our definition of feature composition (•) incorporates both (see Sec. 6). In order to model composition by quantification, we introduce the notion of a modification.

Our feature Base (cf. Fig. Calc ⊕ Base :: util 4 5 A one-to-one correspondence for Java was only possible by ordering the children of a node based on their lexical order (see Sec. 3). To be specific, the fully qualified name of an atomic introduction must also include the type of each path element. For lack of space and because there are no ambiguities in our examples, we omit the type information here. 42 S. Apel et al. The leftmost leaves of an FST become the leftmost summands of its introduction sum.

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