6 found
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  1.  21
    Grafting hypersequents onto nested sequents.Roman Kuznets & Björn Lellmann - 2016 - Logic Journal of the IGPL 24 (3):375-423.
  2.  68
    Mīmāṃsā deontic logic: proof theory and applications.Agata Ciabattoni, Francesco Antonio Genco, Björn Lellmann & Elisa Freschi - 2015 - In Hans De Nivelle (ed.), Automated Reasoning with Analytic Tableaux and Related Methods. Springer. pp. 323--338.
  3.  37
    Understanding Prescriptive Texts: Rules and Logic as Elaborated by the Mīmāṃsā School.Elisa Freschi, Agata Ciabattoni, Francesco A. Genco & Björn Lellmann - 2017 - Journal of World Philosophies 2 (1):47-66.
    The Mīmā ṃ sā school of Indian philosophy elaborated complex ways of interpreting the prescriptive portions of the Vedic sacred texts. The present article is the result of the collaboration of a group of scholars of logic, computer science, European philosophy and Indian philosophy and aims at the individuation and analysis of the deontic system which is applied but never explicitly discussed in Mīmā ṃ sā texts. The article outlines the basic distinction between three sorts of principles —hermeneutic, linguistic and (...)
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  4. Sequent Systems for Lewis' Conditional Logics.Björn Lellmann & Dirk Pattinson - 2012 - In Luis Farinas del Cerro, Andreas Herzig & Jerome Mengin (eds.), Logics in Artificial Intelligence. Springer. pp. 320--332.
  5.  23
    Mīmāṃsā deontic reasoning using specificity: a proof theoretic approach.Björn Lellmann, Francesca Gulisano & Agata Ciabattoni - 2020 - Artificial Intelligence and Law 29 (3):351-394.
    Over the course of more than two millennia the philosophical school of Mīmāṃsā has thoroughly analyzed normative statements. In this paper we approach a formalization of the deontic system which is applied but never explicitly discussed in Mīmāṃsā to resolve conflicts between deontic statements by giving preference to the more specific ones. We first extend with prohibitions and recommendations the non-normal deontic logic extracted in Ciabattoni et al. from Mīmāṃsā texts, obtaining a multimodal dyadic version of the deontic logic \. (...)
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  6. Constructing Cut Free Sequent Systems with Context Restrictions Based on Classical or Intuitionistic Logic.Björn Lellmann & Dirk Pattinson - 2013 - In Kamal Lodaya (ed.), Logic and its Applications. Springer. pp. 148--160.