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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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Nature’s Cure of the Ganga: The Ganga-Jalal development steps, like refinement, simulation and transformation, and a realization concept of interface by module specifications. Various compatibility results between horizontal operations, vertical steps and realization are explicitly presented and summarized as one compatibility result in a
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https://doi.org/10.1007/978-3-319-00590-4gebra, the state transformation corresponding to a declaration changes the algebra and its presentation. We provide a uniform treatment of the declarations of constants, aliases, variables, data types, and pointers, in terms of transformations defined using pushouts and reducts of algebras.
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Product Line Design with Pricing Kitsrogramming language semantics in a category of topological spaces instead of the category of complete partial orders (cpos) which category should be used? This question is first considered with respect to objects, i.e., replacing a cpo by a topological space(s), and then with respect to objects and
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Colimits as parameterized data types,rsal) cocones form the bodies. Moreover, because the cocone is associated to each diagram in a uniform way, the colimit construction itself turns out to be parametric over-coming one of the limitations of ordinary parameterized specifications, this is the fixed size and structure of the formal parameter part.
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Foundations are rich institutions, but institutions are poor foundations,sfaction. Roughly, we formalize a rather weak form of Lawvere‘s concept of doctrines. We only touch upon some properties of this setup relevant for a theory of specification. The paper is a first outline of ideas.
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On declarations,gebra, the state transformation corresponding to a declaration changes the algebra and its presentation. We provide a uniform treatment of the declarations of constants, aliases, variables, data types, and pointers, in terms of transformations defined using pushouts and reducts of algebras.
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