New PDF release: Concurrency, Compositionality, and Correctness: Essays in

By Dennis Dams, Ulrich Hannemann, Martin Steffen

ISBN-10: 364211511X

ISBN-13: 9783642115110

This Festschrift quantity, released in honor of Willem-Paul de Roever, includes 19 specific papers written by way of the buddies and associates of the honoree, all eminent scientists of their personal correct. those are preceded by means of an in depth bibliography and rounded off, on the finish of the ebook, with a gallery of photographs.

The subject matter less than which the papers were amassed is Concurrency, Compositionality, and Correctness, reflecting the point of interest of Willem-Paul de Roever's study profession. themes addressed comprise version checking, desktop technological know-how and country machines, ontology and mereology of domain names, video game thought, compiler correctness, reasonable scheduling and encryption algorithms.

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Extra info for Concurrency, Compositionality, and Correctness: Essays in Honor of Willem-Paul de Roever

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One thing is to describe a domain, that is, to present an ontology for that domain. Another thing is for the description to be anchored around a description ontology: a set of principles, techniques and tools for structuring descriptions. In a sense we could refer to this latter as a meta-ontology, but we shall avoid the prefix ‘meta-’ and instead understand it so. The conceptualisation is of the domain of software engineering methodology, especially of how to describe domains. 4 Mereology Mereology is the theory of parthood relations: of the relations of part to whole and the relations of part to part within a whole.

In general, we often find that the functions applied to composite entities satisfy the following homomorphism: G(e1 , e2 , . . , em ) = H(G(e1 ), G(e2 ), . . , G(en )) where G and H are suitable functions. Example: Consider the Factorial and the List Reversal functions. This example is inspired by [38]. , all) x, it is the case, •, that if p(x) is true, then F (x) = H(x, F (f (x))) is true. There are (at least) two possible (model-theoretic) interpretations of φ. m>0 ] We find that φ is true for the factorial function, fact.

Example: We illustrate attributes of an atomic entity. 00 ‘Removing’ attributes from an entity destroys its ‘entity-hood’, that is, attributes are an essential part of an entity. 3 33 Composite Entities – By a composite entity we intuitively understand an entity (i) which “can be taken apart” into sub-entities, (ii) where the composition of these is described by its mereology7 , and (iii) which further possess one or more attributes. Example: We “diagram” the relations between sub-entities, mereology and attributes of transport nets.

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Concurrency, Compositionality, and Correctness: Essays in Honor of Willem-Paul de Roever by Dennis Dams, Ulrich Hannemann, Martin Steffen


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