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Logica --- Logique --- Curry-Howard isomorphism --- Proof theory --- Lambda calculus --- Type Theory --- Type theory --- Isomorphisme de Curry-Howard --- Théorie de la démonstration --- Lambda-calcul --- Théorie des types --- Isomorphisme de Curry-Howard. --- Théorie de la démonstration. --- Lambda-calcul. --- Théorie des types. --- Théorie de la démonstration. --- Théorie des types.
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Mathematical logic --- Lambda calculus --- Lambda-calcul --- 510.6 --- Lambda calculus. --- 510.6 Mathematical logic --- Calculus, Lambda --- Logic, Symbolic and mathematical --- Logique générale --- Logique mathématique --- Lambda-calculus --- Logique combinatoire
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Computational linguistics --- Mathematical linguistics --- Language and logic --- Linguistique informatique --- Linguistique mathématique --- Langage et logique --- Sciences cognitives --- Logique combinatoire --- Lambda-calcul --- Linguistique mathématique --- Language and logic. --- Langues --- Linguistique cognitive. --- Sciences cognitives.
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Mathematical logic --- Lambda calculus. --- Programming languages (Electronic computers) --- Semantics. --- Programming language semantics --- Semantics --- Calculus, Lambda --- Logic, Symbolic and mathematical --- Lambda calculus --- Logique générale --- Logique mathématique --- Lambda-calcul --- Lambda-calculus --- Logique combinatoire
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Logic, Symbolic and mathematical --- Lambda calculus --- Algebra --- Functional programming (Computer science) --- Logic programming --- Logique symbolique et mathématique --- Lambda-calcul --- Algèbre --- Programmation fonctionnelle --- Programmation logique --- Problems, exercises, etc --- Problèmes et exercices --- Logique symbolique et mathématique. --- Lambda-calcul. --- Algèbre. --- Programmation fonctionnelle. --- Programmation logique. --- Logique symbolique et mathématique --- Algèbre --- Problèmes et exercices --- Logique mathématique --- Logique symbolique et mathématique - Problèmes et exercices --- Algèbre - Problèmes et exercices
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Langages de programmation --- Langages de programmation. --- Lambda-calcul. --- Syntaxe. --- Syntaxe --- Semantique. --- Semantique --- Programming languages (Electronic computers) --- Sémantique --- Logique mathématique --- Récursivité, Théorie de la --- Langages de programmation - Problèmes et exercices --- Langages de programmation - Syntaxe. --- Langages de programmation - Syntaxe - Problèmes et exercices --- Langages de programmation - Semantique. --- Langages de programmation - Semantique - Problèmes et exercices --- Logique générale --- Lambda-calculus
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Lexicology. Semantics --- Mathematical linguistics --- French language --- Parsing (Computer grammar) --- Information theory --- Lambda calculus --- Programming languages (Electronic computers) --- Computational linguistics --- Semantics --- Analyse automatique (Linguistique) --- Théorie de l'information --- Lambda-calcul --- Langages de programmation --- Linguistique informatique --- Linguistique mathématique --- Sémantique --- Methodology --- Méthodologie --- Grammar, Comparative and general --- -Lambda calculus --- Space and time in language --- Language and languages --- Formal semantics --- Semasiology --- Semiology (Semantics) --- Comparative linguistics --- Lexicology --- Meaning (Psychology) --- Calculus, Lambda --- Logic, Symbolic and mathematical --- Comparative grammar --- Grammar --- Grammar, Philosophical --- Grammar, Universal --- Philosophical grammar --- Linguistics --- Philology --- Temporal constructions --- Grammar, Comparative --- Lambda calculus. --- Semantics. --- Space and time in language. --- Temporal constructions. --- Théorie de l'information --- Linguistique mathématique --- Sémantique --- Méthodologie --- Temporal constructions (Grammar) --- Syntax
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This monograph began life as a series of papers documenting five years of research into the logical foundations of Categorial Grammar, a grammatical paradigm which has close analogies with Lambda Calculus and Type Theory. The technical theory presented here stems from the interface between Logic and Linguistics and, in particular, the theory of generalized quantification. A categorical framework with lambda calculus-oriented semantics is a convenient vehicle for generalizing semantic insights (obtained in various corners of natural language) into one coherent theory. The book aims to dem
Mathematical logic --- Logic --- Philosophy of language --- Language and logic. --- Categorial grammar. --- Lambda calculus. --- Logic, Symbolic and mathematical. --- Mathematical linguistics. --- Algebraic linguistics --- Language and languages --- Linguistics --- Linguistics, Mathematical --- Applied linguistics --- Information theory --- Computational linguistics --- Algebra of logic --- Logic, Universal --- Symbolic and mathematical logic --- Symbolic logic --- Mathematics --- Algebra, Abstract --- Metamathematics --- Set theory --- Syllogism --- Calculus, Lambda --- Logic, Symbolic and mathematical --- Grammar, Categorial --- Grammar, Comparative and general --- Linguistics and logic --- Logic in language --- Semantics --- Statistical methods --- Mathematical models --- Philosophy --- Categorial grammar --- Lambda calculus --- Language and logic --- Mathematical linguistics --- Logic, symbolic and mathematical --- Grammaire catégorielle --- Lambda-calcul --- Langage et logique --- Logique symbolique et mathématique --- Linguistique mathématique --- Logic [Symbolic and mathematical ]
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