An Adequate, Denotational, Functional-Style Semantics for Typed FlatCurry

First Page		Document Content
Date: 2016-08-01 05:50:10 Theoretical computer science Mathematical logic Software engineering Computability theory Models of computation Logic in computer science Programming language semantics Denotational semantics Recursion Negation True quantified Boolean formula Mathematical proof		An Adequate, Denotational, Functional-Style Semantics for Typed FlatCurry Add to Reading List Source URL: www.janis-voigtlaender.eu Download Document from Source Website File Size: 252,22 KB Share Document on Facebook

	There is no logical negation: true, false, both and neither Jc Beall entailments.net University of Connecticut University of Tasmania DocID: 1v4xL - View Document
	GRAMMAIRE ET DISCOURS Cours 2 : les présuppositions 1. Caractérisation intuitive Des inférences qui résistent à la négation, à l’interrogation, à l’enchâssement sous une modalité. Les énoncés (1b-d) conse DocID: 1uYXu - View Document
	Abstract Presuppositions are capable of projecting from under the scope of operators such as negation, but do not obligatorily do so. This creates a potential difficulty for the hearer of presupposition-bearing utterance DocID: 1uIjP - View Document
	Double Dose of Double-Negation Translations Olivier Hermant CRI, MINES ParisTech June 2, 2014 DocID: 1uAtc - View Document
	Université Paris Sorbonne – Sémantique Avancée Négation méta-linguistique [Horn, 1989, Carston, 1998, Geurts, 1998] (≈ négation polémique [Ducrot, 1972, Muller, 1991]) DocID: 1uxLO - View Document