Titlebook: Categorical Methods in Computer Science; With Aspects from To H. Ehrig,H. Herrlich,G. Preuß Conference proceedings 1989 Springer-Verlag Ber

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Parameterized data type and process specifications using projection algebras,projection spaces is used for the definition of the semantics of recursive process specifications. Discrete projections (corresponding to the discrete metric) can be taken for data types. This allows to use projection specifications also for combined data- and process types.

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Ganga – Our Endangered Heritage of the type. The main result of this paper gives a semantic basis for database-like identification by keys: the object universe can be specified uniquely (up to isomorphism) employing general principles of preservation of data, distinguishability by keys, and representability by keys.

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Nature’s Cure of the Ganga: The Ganga-Jalbasic development category. Five independent modifications, which are important for practical specification development, are sketched in the paper leading to several other development categories where corresponding compatibility results are true under some additional side conditions.

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0302-9743 and of the "6th International Data Type Workshop" held in August/September 1988 in Berlin. The 23 papers of this volume are grouped into three parts: .Part . .1. includes papers on categorical foundations and fundamental concepts from category theory in computer science. .Part 2. presents applicati

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Dipankar Ghorai,Himadri Sekhar Senby using a new parameter passing technique called .. The theory also covers the notion of . and it is shown that the result of successive actualization and recursive parameter passing is independent of the order. The specification method makes sense under an arbitrary institution.

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Parameterized algebraic domain equations,by using a new parameter passing technique called .. The theory also covers the notion of . and it is shown that the result of successive actualization and recursive parameter passing is independent of the order. The specification method makes sense under an arbitrary institution.

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https://doi.org/10.1007/3-540-51722-7Abstrakte Datentypen; Algebraische Spezifikation; Kategorientheorie; Topologie; logic; object; programming

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