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Fusions of Modal Logics Revisited

In Marcus Kracht, Maarten de Rijke, Heinrich Wansing & Michael Zakharyaschev (eds.), Advances in Modal Logic. CSLI Publications. pp. 361-379 (1998)

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  1. Recognition-primed group decisions via judgement aggregation.Marija Slavkovik & Guido Boella - 2012 - Synthese 189 (S1):51-65.
    We introduce a conceptual model for reaching group decisions. Our model extends a well-known, single-agent cognitive model, the recognition-primed decision (RPD) model. The RPD model includes a recognition phase and an evaluation phase. Group extensions of the RPD model, applicable to a group of RPD agents, have been considered in the literature, however the proposed models do not formalize how distributed and possibly inconsistent information can be combined in either phase. We show how such information can be utilized by aggregating (...)
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  • Axiomatization and completeness of lexicographic products of modal logics.Philippe Balbiani - 2011 - Journal of Applied Non-Classical Logics 21 (2):141-176.
    This paper sets out a new way of combining Kripke-complete modal logics: lexicographic product. It discusses some basic properties of the lexicographic product construction and proves axiomatization/completeness results.
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  • Proving Cleanthes wrong.Laureano Luna - 2021 - Journal of Applied Logic 8 (3):707-736.
    Hume’s famous character Cleanthes claims that there is no difficulty in explaining the existence of causal chains with no first cause since in them each item is causally explained by its predecessor. Relying on logico-mathematical resources, we argue for two theses: (1) if the existence of Cleanthes’ chain can be explained at all, it must be explained by the fact that the causal law ruling it is in force, and (2) the fact that such a causal law is in force (...)
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  • On Fibring Semantics for BDI Logics.G. Governatori, V. C. P. Nair & A. Sattar - unknown
    This study examines BDI logics in the context of Gabbay's fibring semantics. We show that dovetailing can be adopted as a semantic methodology to combine BDI logics. We develop a set of interaction axioms that can capture static as well as dynamic aspects of the mental states in BDI systems, using Catach's incestual schema G^[a, b, c, d]. Further we exemplify the constraints required on fibring function to capture the semantics of interactions among modalities. The advantages of having a fibred (...)
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