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  1. Bounded-analytic sequent calculi and embeddings for hypersequent logics.Agata Ciabattoni, Timo Lang & Revantha Ramanayake - 2021 - Journal of Symbolic Logic 86 (2):635-668.
    A sequent calculus with the subformula property has long been recognised as a highly favourable starting point for the proof theoretic investigation of a logic. However, most logics of interest cannot be presented using a sequent calculus with the subformula property. In response, many formalisms more intricate than the sequent calculus have been formulated. In this work we identify an alternative: retain the sequent calculus but generalise the subformula property to permit specific axiom substitutions and their subformulas. Our investigation leads (...)
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  • Designing normative theories for ethical and legal reasoning: LogiKEy framework, methodology, and tool support.Christoph Benzmüller, Xavier Parent & Leendert van der Torre - 2020 - Artificial Intelligence 287:103348.
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  • Recent Successes with a Meta-Logical Approach to Universal Logical Reasoning.Benzmüller Christoph - 2017 - In Christoph Benzmüller (ed.), Lecture Notes in Computer Science: Formal Methods: Foundations and Applications - 20th Brazilian Symposium SBMF 2017, Recife, Brazil, November 29 - December 1, 2017, Proceedings. Springer. pp. 7-11.
    The quest for a most general framework supporting universal reasoning is very prominently represented in the works of Leibniz. He envisioned a scientia generalis founded on a characteristica universalis, that is, a most universal formal language in which all knowledge about the world and the sciences can be encoded. A quick study of the survey literature on logical formalisms suggests that quite the opposite to Leibniz’ dream has become reality. Instead of a characteristica universalis, we are today facing a very (...)
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  • Universal Reasoning, Rational Argumentation and Human-Machine Interaction.Benzmüller Christoph - 2017
    Classical higher-order logic, when utilized as a meta-logic in which various other logics can be shallowly embedded, is well suited for realising a universal logic reasoning approach. Universal logic reasoning in turn, as envisioned already by Leibniz, may support the rigorous formalisation and deep logical analysis of rational arguments within machines. A respective universal logic reasoning framework is described and a range of exemplary applications are discussed. In the future, universal logic reasoning in combination with appropriate, controlled forms of rational (...)
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