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  1. Epistemic closure and commutative, nonassociative residuated structures.Sebastian Sequoiah-Grayson - 2013 - Synthese 190 (1):113-128.
    K-axiom-based epistemic closure for explicit knowledge is rejected for even the most trivial cases of deductive inferential reasoning on account of the fact that the closure axiom does not extend beyond a raw consequence relation. The recognition that deductive inference concerns interaction as much as it concerns consequence allows for perspectives from logics of multi-agent information flow to be refocused onto mono-agent deductive reasoning. Instead of modeling the information flow between different agents in a communicative or announcement setting, we model (...)
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  • An Outline of a Substructural Model of BTA Belief.Igor Sedlar - 2013 - Organon F: Medzinárodný Časopis Pre Analytickú Filozofiu 20 (2):160-170.
    The paper outlines an epistemic logic based on the proof theory of substructural logics. The logic is a formal model of belief that i) is based on true assumptions (BTA belief) and ii) does not suffer from the usual omniscience properties.
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  • Philosophical Importance of Andrzeh Grzegorczyk's Work on Intuitionistic Logic.Krystyna Misiuna - 2012 - Studies in Logic, Grammar and Rhetoric 27 (40).
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  • Substructural epistemic logics.Igor Sedlár - 2015 - Journal of Applied Non-Classical Logics 25 (3):256-285.
    The article introduces substructural epistemic logics of belief supported by evidence. The logics combine normal modal epistemic logics with distributive substructural logics. Pieces of evidence are represented by points in substructural models and availability of evidence is modelled by a function on the point set. The main technical result is a general completeness theorem. Axiomatisations are provided by means of two-sorted Hilbert-style calculi. It is also shown that the framework presents a natural solution to the problem of logical omniscience.
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