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Temporalizing Epistemic Default Logic
Journal of Logic, Language and Information, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
van der Hoek, W. +2 more
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Fuzzy Branching Temporal Logic
IEEE Transactions on Systems, Man and Cybernetics, Part B (Cybernetics), 2004Intelligent systems require a systematic way to represent and handle temporal information containing uncertainty. In particular, a logical framework is needed that can represent uncertain temporal information and its relationships with logical formulae.
Moon, SI +2 more
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Temporal Logic Programs with Temporal Description Logic Axioms
2019In this paper we introduce a combination of Answer Set Programming (ASP) and Description Logics (DL) (in particular, \(\mathcal{ALC}\)) on top of a modal temporal basis using connectives from Linear-time Temporal Logic (LTL). On the one hand, for the temporal extension of \(\mathcal{ALC}\), we depart from Baader et al.’s proposal \(\mathcal{ALC}\)-LTL ...
Pedro Cabalar, Torsten Schaub
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Journal of Automated Reasoning, 1989
Let T denote closure of the set of formulas of the form P \((term_ 1,...,term_ n)\) under operation of conjunction and temporal operators of some kind (f. E. operators ``always'', ``until'' and so on), and TR be the set of formulas (rules) of the form \(f_ 1 \&...\& f_ m\to f_{m+1}\), where \(f_ i\) belongs to T.
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Let T denote closure of the set of formulas of the form P \((term_ 1,...,term_ n)\) under operation of conjunction and temporal operators of some kind (f. E. operators ``always'', ``until'' and so on), and TR be the set of formulas (rules) of the form \(f_ 1 \&...\& f_ m\to f_{m+1}\), where \(f_ i\) belongs to T.
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Dynamic Epistemic Temporal Logic
2009We introduce a new type of arrow in the update frames (or "action models") of Dynamic Epistemic Logic in a way that enables us to reason about epistemic temporal dynamics in multi-agent systems that need not be synchronous. Since van Benthem and Pacuit (later joined by Hoshi and Gerbrandy) showed that standard Dynamic Epistemic Logic necessarily ...
Renne, B., Sack, Joshua, Yap, Audrey
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