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  1. (1 other version)Conceptions of infinity and set in Lorenzen’s operationist system.Carolin Antos - 2004 - In S. Rahman (ed.), Logic, Epistemology, and the Unity of Science. Dordrecht: Kluwer Academic Publishers.
    In the late 1940s and early 1950s Lorenzen developed his operative logic and mathematics, a form of constructive mathematics. Nowadays this is mostly seen as the precursor to the more well-known dialogical logic and one could assumed that the same philosophical motivations were present in both works. However we want to show that this is not always the case. In particular, we claim, that Lorenzen’s well-known rejection of the actual infinite as stated in Lorenzen (1957) was not a major motivation (...)
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  • Immanent Reasoning or Equality in Action: A Plaidoyer for the Play Level.Nicolas Clerbout, Ansten Klev, Zoe McConaughey & Shahid Rahman - 2018 - Cham, Switzerland: Springer Verlag.
    This monograph proposes a new way of implementing interaction in logic. It also provides an elementary introduction to Constructive Type Theory. The authors equally emphasize basic ideas and finer technical details. In addition, many worked out exercises and examples will help readers to better understand the concepts under discussion. One of the chief ideas animating this study is that the dialogical understanding of definitional equality and its execution provide both a simple and a direct way of implementing the CTT approach (...)
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  • (1 other version)On Dialogues, Predication and Elementary sentences.Shahid Rahman & Nicolas Clerbout - 2013 - Revista de Humanidades de Valparaíso 2:7-46.
    In its origins Dialogical logic constituted the logical foundations of an overall new movement called the Erlangen School or Erlangen Constructivism that should provide a new start to a general theory of language and of science. In relation to the theory of language, according to the Erlangen-School, language is not just a fact that we discover, but a human cultural accomplishment whose construction reason can and should control. The constructive development of a scientific language was called the Orthosprache-project. Unfortunately, the (...)
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  • Um quadro dialógico para ficções como objetos hipotéticos.Shahid Rahman & Juan Redmond - 2015 - Filosofia Unisinos 16 (1).
    Recent work on the development of a dialogical approach to the logic of fiction stresses the notion of existence as choice. Moreover, this approach to existence has been combined with the notion of ontolog-ical dependence as deployed by A. Thomasson’s artifactual theory of fiction. In order to implement such a combination within the dialogical frame several predicates of ontological dependence have been de-fined. However, the definition of such predicates seems to lean on a model-theoretic semantics for mod-al logic after all. (...)
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  • Past and Present Interactions in Legal Reasoning and Logic.Matthias Armgardt, Patrice Canivez & Sandrine Chassagnard-Pinet (eds.) - 2015 - Cham, Switzerland: Springer.
    This volume explores the relation between legal reasoning and logic from both a historical and a systematic perspective. The topics addressed include, among others, conditional legal acts, disjunctions in legal acts, presumptions and conjectures, conflicts of values, Jørgensen´s Dilemma, the Rhetor´s Dilemma, the theory of legal fictions and the categorization of contracts. The unifying problematic of these contributions concerns the conditional structures and, more particularly, the relationship between legal theory and legal reasoning in the context of conditions.
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  • In the Beginning was Game Semantics?Giorgi Japaridze - 2009 - In Ondrej Majer, Ahti-Veikko Pietarinen & Tero Tulenheimo (eds.), Games: Unifying Logic, Language, and Philosophy. Dordrecht, Netherland: Springer Verlag. pp. 249--350.
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  • Locke and Leibniz on the Balance of Reasons.Markku Roinila - 2013 - In Dana Riesenfeld & Giovanni Scarafile (eds.), Perspectives on Theory of Controversies and the Ethics of Communication: Explorations of Marcelo Dascal's Contributions to Philosophy. Dordrecht: Springer. pp. 49-57.
    One of the features of John Locke’s moral philosophy is the idea that morality is based on our beliefs concerning the future good. In An Essay Concerning Human Understanding II, xxi, §70, Locke argues that we have to decide between the probability of afterlife and our present temptations. In itself, this kind of decision model is not rare in Early Modern philosophy. Blaise Pascal’s Wager is a famous example of a similar idea of balancing between available options which Marcelo Dascal (...)
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  • Games as formal tools versus games as explanations in logic and science.Ahti-Veikko Pietarinen - 2003 - Foundations of Science 8 (4):317-364.
    This paper addresses the theoretical notion of a game as it arisesacross scientific inquiries, exploring its uses as a technical andformal asset in logic and science versus an explanatory mechanism. Whilegames comprise a widely used method in a broad intellectual realm(including, but not limited to, philosophy, logic, mathematics,cognitive science, artificial intelligence, computation, linguistics,physics, economics), each discipline advocates its own methodology and aunified understanding is lacking. In the first part of this paper, anumber of game theories in formal studies are critically (...)
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  • Why Play Logical Games?Mathieu Marion - 2009 - In Ondrej Majer, Ahti-Veikko Pietarinen & Tero Tulenheimo (eds.), Games: Unifying Logic, Language, and Philosophy. Dordrecht, Netherland: Springer Verlag. pp. 3--26.
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  • Games: Unifying Logic, Language, and Philosophy.Ondrej Majer, Ahti-Veikko Pietarinen & Tero Tulenheimo (eds.) - 2009 - Dordrecht, Netherland: Springer Verlag.
    This volume presents mathematical game theory as an interface between logic and philosophy.
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  • Informalizing Formal Logic.Antonis Kakas - 2019 - Informal Logic 39 (2):169-204.
    This paper presents a way in which formal logic can be understood and reformulated in terms of argumentation that can help us unify formal and informal reasoning. Classical deductive reasoning will be expressed entirely in terms of notions and concepts from argumentation so that formal logical entailment is equivalently captured via the arguments that win between those supporting concluding formulae and arguments supporting contradictory formulae. This allows us to go beyond Classical Logic and smoothly connect it with human reasoning, thus (...)
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  • Dialogical Harmony: tonk, constructive type theory and rules for anonymous players.Juan Redmond & Shahid Rahman - unknown
    Recent literature on dialogical logic discusses the case of tonk and the notion harmony in the context of a rule-based theory of meaning. Now, since the publications of those papers, a dialogical version of constructive type theory has been developed. The aim of the present paper is to show that, from the dialogical point of view, the harmony of the CTT-rules is the consequence of a more fundamental level of meaning characterized by the independence of players. We hope that the (...)
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  • A Curious Dialogical Logic and its Composition Problem.Sara L. Uckelman, Jesse Alama & Aleks Knoks - 2014 - Journal of Philosophical Logic 43 (6):1065-1100.
    Dialogue semantics for logic are two-player logic games between a Proponent who puts forward a logical formula φ as valid or true and an Opponent who disputes this. An advantage of the dialogical approach is that it is a uniform framework from which different logics can be obtained through only small variations of the basic rules. We introduce the composition problem for dialogue games as the problem of resolving, for a set S of rules for dialogue games, whether the set (...)
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  • Dialogical logic.Laurent Keiff - 2010 - Stanford Encyclopedia of Philosophy.
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  • First-Order Dialogical Games and Tableaux.Nicolas Clerbout - 2014 - Journal of Philosophical Logic 43 (4):785-801.
    We present a new proof of soundness/completeness of tableaux with respect to dialogical games in Classical First-Order Logic. As far as we know it is the first thorough result for dialogical games where finiteness of plays is guaranteed by means of what we call repetition ranks.
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