Foundations for programming languages [ Livre] / John C.Mitchell

Auteur principal: Mitchell, John C.Langue: Anglais ; de l'oeuvre originale, Anglais.Publication : MIT PRESS, 1996, CambridgeDescription : VI-846 pagesISBN: 0262133210.Classification: 004.14 Théorie des langages de programmationRésumé: Written for advanced undergraduate and beginning graduate students, Foundations for Programming Languages uses a series of typed lambda calculi to study the axiomatic, operational, and denotational semantics of sequential programming languages. Later chapters are devoted to progressively more sophisticated type systems. Compared to other texts on the subject, Foundations for Programming Languages is distinguished primarily by its inclusion of material on universal algebra and algebraic data types, imperative languages and Floyd-Hoare logic, and advanced chapters on polymorphism and modules, subtyping and object-oriented concepts, and type inference. The book is mathematically oriented but includes discussion, motivation, and examples that make the material accessible to students specializing in software systems, theoretical computer science, or mathematical logic. Foundations for Programming Languages is suitable as a reference for professionals concerned with programming languages, software validation or verification, and programming, including those working with software modules or object-oriented programming..Sujet - Nom commun: Langages de programmation | Logique symbolique et mathématique | Langages de programmation -- Sémantique | Lambda-calcul
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ENS Rennes - Bibliothèque
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004.14 MIT (Browse shelf) Available 004.14 Théorie des langages de programmation 040644
ENS Rennes - Bibliothèque
Informatique
004.14 MIT (Browse shelf) Available 004.14 Théorie des langages de programmation 00002056



Written for advanced undergraduate and beginning graduate students, Foundations for Programming Languages uses a series of typed lambda calculi to study the axiomatic, operational, and denotational semantics of sequential programming languages. Later chapters are devoted to progressively more sophisticated type systems. Compared to other texts on the subject, Foundations for Programming Languages is distinguished primarily by its inclusion of material on universal algebra and algebraic data types, imperative languages and Floyd-Hoare logic, and advanced chapters on polymorphism and modules, subtyping and object-oriented concepts, and type inference. The book is mathematically oriented but includes discussion, motivation, and examples that make the material accessible to students specializing in software systems, theoretical computer science, or mathematical logic. Foundations for Programming Languages is suitable as a reference for professionals concerned with programming languages, software validation or verification, and programming, including those working with software modules or object-oriented programming.

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