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Zoekopdracht: faculteit: "FNWI" en publicatiejaar: "2010"

AuteursJ. Väänänen, W. Hodges
TitelDependence of variables construed as an atomic formula
TijdschriftAnnals of Pure and Applied Logic
FaculteitFaculteit der Natuurwetenschappen, Wiskunde en Informatica
Instituut/afd.FNWI: Institute for Logic, Language and Computation (ILLC)
SamenvattingWe define a logic D capable of expressing dependence of a variable on designated variables only. Thus D has similar goals to the Henkin quantifiers of [4] and the independence friendly logic of [6] that it much resembles. The logic D achieves these goals by realizing the desired dependence declarations of variables on the level of atomic formulas. By [3] and [17], ability to limit dependence relations between variables leads to existential second order expressive power. Our D avoids some difficulties arising in the original independence friendly logic from coupling the dependence declarations with existential quantifiers. As is the case with independence friendly logic, truth of D is definable inside D. We give such a definition for D in the spirit of [11,2] and [1].
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