Perspectives of System Informatics: Third International by Donald Sannella (auth.), Dines Bjøner, Manfred Broy,

By Donald Sannella (auth.), Dines Bjøner, Manfred Broy, Alexandre V. Zamulin (eds.)

This e-book constitutes the completely refereed post-proceedings of the 3rd overseas Andrei Ershov Memorial convention, PSI'99, held in Akademgorodok, Novosibirsk, Russia, in July 1999.
The forty four revised papers awarded including 5 revised complete invited papers have been rigorously reviewed and chosen from a complete of seventy three submissions. The papers are prepared in sections on algebraic requirements, partial assessment and tremendous compilation, specification with states, concurrency and parallelism, common sense and methods, languages and software program, database programming, object-oriented programming, constraint programming, version checking and software checking, and synthetic intelligence.

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An object’s state can be updated with the use of a mutator. For creating new objects of type T , the import rule of Gurevich ASMs in the form new(T ) is reinvented. ). Object types are specified with the use of transition rules. Here is a example of it (method profiles and method calls are written like in object-oriented programming languages, the other notation is like that one used in data type specifications, two parts of an axiom are related by the symbol “==”): class Rectangle = spec [mutator default rectangle; % setting a default rectangle’s state create: Nat, Nat; % setting a new rectangle’s state 32 Marie-Claude Gaudel and Alexandre Zamulin attribute length, width: Nat; % rectangle attributes definig the state observer area: Nat; % computing a rectangle’s area equal: Rectangle −→ Boolean; % comparison of rectangles for equality] {forall r, r1: Rectangle, x, y: Nat.

Some of these approaches differ in significant way. This is an indication of the generality of the paradigm. In AS-IS, the aim is to specify the dynamic evolutions of the specified systems in a high level and non algorithmic way. In ASM, the goal is to provide a way of describing algorithms in an abstract way. 1. One of the advantages of these approaches to formal specification is a better understandability for people familiar with imperative programming. AIS use a simple syntax which can be read as a form of high level code.

Mathematical Structures in Computer Science, 5(2), June 1995, 257-282. 3. H. Baumeister. Relations as Abstract Data Types: An Institution to Specify Relations between Algebras. TAPSOFT’95, LNCS, vol. 915, Springer Verlag, pp. 756-771. 4. E. Boerger and D. Rosenzweig. The WAM-Definition and Compiler Correctness. Logic Programming: Formal Methods and Practical Applications, North-Holland Series in Computer Science and Artificial Intelligence, 1994. 5. E. Boerger, J. Huggins. Commented ASM Bibliography.

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