Titlebook: Constructivity in Computer Science; Summer Symposium, Sa J. Paul Myers,Michael J. O‘Donnell Conference proceedings 1992 Springer-Verlag Ber

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CRUC

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https://doi.org/10.1007/978-3-642-56569-4stemming from ideas of Heyting, Kleene, and Curry have been developed for extracting computations from constructive specifications. These include Realizability, and Theories based on the Curry-Howard isomorphism. Realizability — in its various typed and type-free formulations — brings out the algori

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Activity and Kinematics of M and L Dwarfsructive Type Theory, it is furthermore possible to define a semantics of the types in the type theory itself, and that this procedure results in new reasoning principles for type theory. Paradoxes are avoided by stratifying the definition in layers.

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Formation of the Optical Spectra of L Dwarfs as a translation of programs from an almost-functional language (with .) back to its functional core, and as a translation of a constructive logic for a functional language to a classical logic for an almost-functional language. We investigate the computational properties of the translation and of

LIMIT

Die Elemente des Diagnosemodellsnamely references and assignments. The language shares with typed lambda calculus important properties such as the Church-Rosser property and strong normalization. In this paper, we describe the logical symmetries that underlie ILC by exhibiting a constructive logic for which ILC forms the language

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Die Elemente des Diagnosemodellsstructive use of compactness in combinatorics, often in the form of the use of König‘s lemma (which says that a finitely branching tree that is infinite has an infinite branch.) The method consists roughly of working with the corresponding point-free version of the topological argument, which can be

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