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  1. Softness of hypercoherences and full completeness.Richard Blute, Masahiro Hamano & Philip Scott - 2005 - Annals of Pure and Applied Logic 131 (1-3):1-63.
    We prove a full completeness theorem for multiplicative–additive linear logic using a double gluing construction applied to Ehrhard’s *-autonomous category of hypercoherences. This is the first non-game-theoretic full completeness theorem for this fragment. Our main result is that every dinatural transformation between definable functors arises from the denotation of a cut-free proof. Our proof consists of three steps. We show:• Dinatural transformations on this category satisfy Joyal’s softness property for products and coproducts.• Softness, together with multiplicative full completeness, guarantees that (...)
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  • I. deontic logic.G. H. von Wright - 1951 - Mind 60 (237):1-15.
  • Deontic Logic: A Personal View.Georg Henrik Von Wright - 1999 - Ratio Juris 12 (1):26-38.
    This article contains an overview of the author's long‐standing involvement with deontic logic, both from a technical and from a wider philosophical point of view. As far as the formal aspects of deontic logic are concerned, the author describes his intellectual development from the original discovery of the analogy between modal (and deontic) notions on the one hand, and quantifiers on the other, through the formulation of a systematic theory of dyadic deontic concepts, to the proposal of a formal logic (...)
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  • A note on deontic logic and derived obligation.G. H. von Wright - 1956 - Mind 65 (260):507-509.
  • Contrary-to-duty imperatives and conditional obligation.James E. Tomberlin - 1981 - Noûs 15 (3):357-375.
  • A deontic logic framework allowing for factual detachment.Christian Straßer - 2011 - Journal of Applied Logic 9 (1):61-80.
  • A deontic logic of action.Krister Segerberg - 1982 - Studia Logica 41 (2-3):269 - 282.
    The formal language studied in this paper contains two categories of expressions, terms and formulas. Terms express events, formulas propositions. There are infinitely many atomic terms and complex terms are made up by Boolean operations. Where and are terms the atomic formulas have the form = ( is the same as ), Forb ( is forbidden) and Perm ( is permitted). The formulae are truth functional combinations of these. An algebraic and a model theoretic account of validity are given and (...)
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  • A Formal Model of Legal Argumentation.Giovanni Sartor - 1994 - Ratio Juris 7 (2):177-211.
  • Good samaritans, contrary-to-duty imperatives, and epistemic obligations.Lennart Aqvist - 1967 - Noûs 1 (4):361-379.
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  • The paradoxes of derived obligation.A. N. Prior - 1954 - Mind 63 (249):64-65.
  • Escapism: The logical basis of ethics.A. N. Prior - 1958 - Journal of Symbolic Logic (4):610-611.
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  • AI & Law, Logic and Argument Schemes.Henry Prakken - 2005 - Argumentation 19 (3):303-320.
    This paper reviews the history of AI & Law research from the perspective of argument schemes. It starts with the observation that logic, although very well applicable to legal reasoning when there is uncertainty, vagueness and disagreement, is too abstract to give a fully satisfactory classification of legal argument types. It therefore needs to be supplemented with an argument-scheme approach, which classifies arguments not according to their logical form but according to their content, in particular, according to the roles that (...)
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  • Escaping the good samaritan paradox.Robert Nozick & Richard Routley - 1962 - Mind 71 (283):377-382.
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  • Negative actions.Benjamin Mossel - 2009 - Philosophia 37 (2):307-333.
    Some philosophers have argued that refraining from performing an action consists in actively keeping oneself from performing that action or preventing one’s performing it. Since activities must be held to be positive actions, this implies that negative actions are a species of positive actions which is to say that all actions are positive actions. I defend the following claims: (i) Positive actions necessarily include activity or effort, negative actions may require activity or effort, but never include the activity or effort (...)
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  • Input/output logics.David Makinson & Leendert van der Torre - 2000 - Journal of Philosophical Logic 29 (4):383-408.
    In a range of contexts, one comes across processes resembling inference, but where input propositions are not in general included among outputs, and the operation is not in any way reversible. Examples arise in contexts of conditional obligations, goals, ideals, preferences, actions, and beliefs. Our purpose is to develop a theory of such input/output operations. Four are singled out: simple-minded, basic (making intelligent use of disjunctive inputs), simple-minded reusable (in which outputs may be recycled as inputs), and basic reusable. They (...)
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  • Dyadic deontic detachment.Barry Loewer & Marvin Belzer - 1983 - Synthese 54 (2):295 - 318.
  • An Algebraic Analysis of Normative Systems.Lars Lindahl & Jan Odelstad - 2000 - Ratio Juris 13 (3):261-278.
    In the present paper we study how subsystems of a normative system can be combined, and the role of such combinations for the understanding of hypothetical legal consequences. A combination of two subsystems is often accomplished by a normative correlation or an intermediate concept. To obtain a detailed analysis of such phenomena we use an algebraic framework. Normative systems are represented as algebraic structures over sets of conditions. This representation makes it possible to study normative systems using an extension of (...)
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  • Moral dilemmas.E. J. Lemmon - 1962 - Philosophical Review 71 (2):139-158.
    Lemmon argues that dilemmas occur between classes of 'oughts;' duties, obligations, and moral principles. He claims that there are not conflicts within each class, presumably because he is a utilitarian, and thinks that moral principles will always be univocal.
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  • Powerset residuated algebras and generalized Lambek calculus.Miroslawa Kolowska-Gawiejnowicz - 1997 - Mathematical Logic Quarterly 43 (1):60-72.
    We prove a representation theorem for residuated algebras: each residuated algebra is isomorphically embeddable into a powerset residuated algebra. As a consequence, we obtain a completeness theorem for the Generalized Lambek Calculus. We use a Labelled Deductive System which generalizes the one used by Buszkowski [4] and Pankrat'ev [17] in completeness theorems for the Lambek Calculus.
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  • Imperatives and logic.Jörgen Jörgensen - 1937 - Erkenntnis 7 (1):288-296.
  • On the Logic of Deontic Conditionals.Andrew J. I. Jones - 1991 - Ratio Juris 4 (3):355-366.
    Abstract.The paper outlines the approach to the analysis of deontic conditionals taken in earlier work by Jones and Pörn, compares it very briefly with two main trends within dyadic deontic logic, and then discusses problems associated with the augmentation principle and the factual detachment principle. The author then modifies Jones and Pörn's previous system, using a classical but not normal (in the sense of Chellas) deontic modality to provide the basis for an alternative analysis of deontic conditionals. This new analysis (...)
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  • Ideality, sub-ideality and deontic logic.Andrew J. I. Jones & Ingmar Pörn - 1985 - Synthese 65 (2):275 - 290.
  • Categorical Logic and Type Theory.R. A. G. Seely - 2000 - Bulletin of Symbolic Logic 6 (2):225-229.
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  • Normative conflicts and the logic of 'ought'.Lou Goble - 2009 - Noûs 43 (3):450-489.
    On the face of it, normative conflicts are commonplace. Yet standard deontic logic declares them to be logically impossible. That prompts the question, What are the proper principles of normative reasoning if such conflicts are possible? This paper examines several alternatives that have been proposed for a logic of 'ought' that can accommodate normative conflicts, and finds all of them unsatisfactory as measured against three criteria of adequacy. It then introduces a new logic that does meet all three criteria, and (...)
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  • Conditional obligation and counterfactuals.Judith Wagner Decew - 1981 - Journal of Philosophical Logic 10 (1):55 - 72.
  • Contrary-to-Duty Imperatives and Deontic Logic.R. M. Chisholm - 1963 - Analysis 24 (2):33-36.
  • Acts, the logic of obligation, and deontic calculi.Hector Neri Castaneda - 1968 - Philosophical Studies 19 (1-2):13 - 26.
  • Deontic database constraints, violation and recovery.José Carmo & Andrew J. I. Jones - 1996 - Studia Logica 57 (1):139 - 165.
    The paper discusses the potential value of a deontic approach to database specification. More specifically, some different types of integrity constraints are considered and a distinction is drawn between necessary (hard) and deontic (soft) constraints.Databases are compared with other normative systems. A deontic logic for database specification is proposed and the problems of how to react to, and of how to correct, or repair, a situation which arises through norm violation are discussed in the context of this logic. The limitations (...)
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  • Deontic epistemic stit logic distinguishing modes of mens rea.Jan Broersen - 2011 - Journal of Applied Logic 9 (2):137-152.
  • Action negation and alternative reductions for dynamic deontic logics.Jan Broersen - 2004 - Journal of Applied Logic 2 (1):153-168.
  • Detachment and defeasibility in deontic logic.Carlos E. Alchourrón - 1996 - Studia Logica 57 (1):5 - 18.
    The purpose of the paper is to present a logical framework that allow to formalize a kind of prima facie duties, defeasible conditional duties, indefeasible conditional duties and actual (indefeasible) duties, as well as to show their logical interconnections.
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