Results for 'Principle of Non-Contradiction, Object Theory, Ontology, Axiom'

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  1. Word, thought, and object in Aristotle's De int. 14 and Metaphysics Γ3.Colin Guthrie King - 2021 - Studia Philosophica 80:53–73.
    The discussion of the Principle of Non-Contradiction (PNC) in Aristotle’s Metaphysics Γ is usually taken to include three ‘versions’ of the principle: an ontological, psychological, and logical one. In this article I develop an interpretation of Metaphysics Γ3 and a parallel text, De interpretatione 14, in order to show that these texts are concerned with two related but different principles: a version of the Principle of Identity, and a corollary to this, which concerns the ability to accept (...)
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  2.  33
    Are Contradictions Still Lurking in Meinongian Theories of Objects?Jacek Paśniczek - 1995 - Grazer Philosophische Studien 50 (1):293-303.
    Contemporary formalisations of Meinong's theory of objects prove that Russell's accusation of inconsistency of the theory is not valid. However, in the same formalisations there has appeared a new source of potential inconsistency. Theories of objects inspired by Meinong's ontology usually include, in addition to basic principles of the ontology, abstraction-axioms for defining objects and properties (relations). Although these axioms seem to be perfectly acceptable, they lead to paradoxes when adopted without any restrictions. These paradoxes may be understood as paradoxes (...)
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  3. Where in the (world wide) web of belief is the law of non-contradiction?Jack Arnold & Stewart Shapiro - 2007 - Noûs 41 (2):276–297.
    It is sometimes said that there are two, competing versions of W. V. O. Quine’s unrelenting empiricism, perhaps divided according to temporal periods of his career. According to one, logic is exempt from, or lies outside the scope of, the attack on the analytic-synthetic distinction. This logic-friendly Quine holds that logical truths and, presumably, logical inferences are analytic in the traditional sense. Logical truths are knowable a priori, and, importantly, they are incorrigible, and so immune from revision. The other, radical (...)
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  4.  20
    Are Contradictions Still Lurking in Meinongian Theories of Objects?Jacek Paśniczek - 1995 - Grazer Philosophische Studien 50 (1):293-303.
    Contemporary formalisations of Meinong's theory of objects prove that Russell's accusation of inconsistency of the theory is not valid. However, in the same formalisations there has appeared a new source of potential inconsistency. Theories of objects inspired by Meinong's ontology usually include, in addition to basic principles of the ontology, abstraction-axioms for defining objects and properties (relations). Although these axioms seem to be perfectly acceptable, they lead to paradoxes when adopted without any restrictions. These paradoxes may be understood as paradoxes (...)
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  5.  30
    Objections to Aristotle’s Defence of the Principle of Non-Contradiction.Enrico Berti - 2014 - In Elena Ficara (ed.), Contradictions: Logic, History, Actuality. De Gruyter. pp. 97-108.
  6. The Law of Non-Contradiction as a Metaphysical Principle.Tuomas E. Tahko - 2009 - Australasian Journal of Logic 7:32-47.
    The goals of this paper are two-fold: I wish to clarify the Aristotelian conception of the law of non-contradiction as a metaphysical rather than a semantic or logical principle, and to defend the truth of the principle in this sense. First I will explain what it in fact means that the law of non-contradiction is a metaphysical principle. The core idea is that the law of non-contradiction is a general principle derived from how things are in (...)
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  7.  98
    Łukasiewicz on the Principle of Contradiction.Venanzio Raspa - 1999 - Journal of Philosophical Research 24:57-112.
    Łukasiewicz distinguishes three formulations of the principle of contradiction in Aristotle’s works: ontological, logical, and psychological. The first two formulations are equivalent though not synonymous, but neither of them is equivalent to the psychological one, which expresses not a principle but only an empirical law. Furthermore, the principle of contradiction is neither a simple and ultimate law nor is it necessary for conducting an inference, because the syllogism is independent of it. The further explanation of this concept (...)
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  8.  20
    Łukasiewicz on the Principle of Contradiction.Venanzio Raspa - 1999 - Journal of Philosophical Research 24:57-112.
    Łukasiewicz distinguishes three formulations of the principle of contradiction in Aristotle’s works: ontological, logical, and psychological. The first two formulations are equivalent though not synonymous, but neither of them is equivalent to the psychological one, which expresses not a principle but only an empirical law. Furthermore, the principle of contradiction is neither a simple and ultimate law nor is it necessary for conducting an inference, because the syllogism is independent of it. The further explanation of this concept (...)
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  9.  17
    Platonism and the Proto-ontology of Mathematics: Learning from the Axiom of Choice.Carl J. Posy - 2023 - In Carl Posy & Yemima Ben-Menahem (eds.), Mathematical Knowledge, Objects and Applications: Essays in Memory of Mark Steiner. Springer. pp. 99-134.
    Benacerraf’s Problem about mathematical truth displays a tension, indeed a seemingly unbridgeable gap, between Platonist foundations for mathematics on the one hand and Hilbert’s ‘finitary standpoint’ on the other. While that standpoint evinces an admirable philosophical unity, it is ultimately an effete rival to Platonism: It leaves mathematical practice untouched, even the highly non-constructive axiom of choice. Brouwer’s intuitionism is a more potent finitist rival, for it engenders significant deviation from standard (classical) mathematics. The essay illustrates three sorts of (...)
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  10. Logic, Ontological Neutrality, and the Law of Non-Contradiction.Achille C. Varzi - 2014 - In Elena Ficara (ed.), Contradictions. Logic, History, Actuality. De Gruyter. pp. 53–80.
    Abstract. As a general theory of reasoning—and as a general theory of what holds true under every possible circumstance—logic is supposed to be ontologically neutral. It ought to have nothing to do with questions concerning what there is, or whether there is anything at all. It is for this reason that traditional Aristotelian logic, with its tacit existential presuppositions, was eventually deemed inadequate as a canon of pure logic. And it is for this reason that modern quantification theory, too, with (...)
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  11. W poszukiwaniu ontologicznych podstaw prawa. Arthura Kaufmanna teoria sprawiedliwości [In Search for Ontological Foundations of Law: Arthur Kaufmann’s Theory of Justice].Marek Piechowiak - 1992 - Instytut Nauk Prawnych PAN.
    Arthur Kaufmann is one of the most prominent figures among the contemporary philosophers of law in German speaking countries. For many years he was a director of the Institute of Philosophy of Law and Computer Sciences for Law at the University in Munich. Presently, he is a retired professor of this university. Rare in the contemporary legal thought, Arthur Kaufmann's philosophy of law is one with the highest ambitions — it aspires to pinpoint the ultimate foundations of law by explicitly (...)
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  12. Meinong's Theory of Non-Existent Objects.Andrew Kenneth Jorgensen - 2002 - Dissertation, Temple University
    The argument is an investigation of the philosophy of Austrian philosopher Alexius Meinong. There are three chapters. The first chapter argues that there are non-existent objects. It is argued that negative existential statements have a simple subject-predicate logical form. The conclusion follows from this premise, together with realist assumptions about truth and predication. Positive and negative existential statements have subject-predicate logical form, I argue, because; that is the grammatical form they appear to have, and the alternative analysis of their logical (...)
     
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  13.  75
    Breve storia dell'etica.Sergio Cremaschi - 2012 - Roma RM, Italia: Carocci.
    The book reconstructs the history of Western ethics. The approach chosen focuses the endless dialectic of moral codes, or different kinds of ethos, moral doctrines that are preached in order to bring about a reform of existing ethos, and ethical theories that have taken shape in the context of controversies about the ethos and moral doctrines as means of justifying or reforming moral doctrines. Such dialectic is what is meant here by the phrase ‘moral traditions’, taken as a name for (...)
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  14.  65
    Object-oriented ontology: a new theory of everything.Graham Harman - 2018 - [London]: Pelican Books.
    We humans tend to believe that things are only real in as much as we perceive them, an idea reinforced by modern philosophy, which privileges us as special, radically different in kind from all other objects. But as Graham Harman, one of the theory's leading exponents, shows, Object-Oriented Ontology (OOO) rejects the idea of human specialness: the world, he states, is clearly not the world as manifest to humans. "To think a reality beyond our thinking is not nonsense, but (...)
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  15.  65
    Epistemic Primacy vs. Ontological Elusiveness of Spatial Extension: Is There an Evolutionary Role for the Quantum?Massimo Pauri - 2011 - Foundations of Physics 41 (11):1677-1702.
    A critical re-examination of the history of the concepts of space (including spacetime of general relativity and relativistic quantum field theory) reveals a basic ontological elusiveness of spatial extension, while, at the same time, highlighting the fact that its epistemic primacy seems to be unavoidably imposed on us (as stated by A.Einstein “giving up the extensional continuum … is like to breathe in airless space”). On the other hand, Planck’s discovery of the atomization of action leads to the fundamental recognition (...)
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  16. πολλαχῶς ἔστι; Plato’s Neglected Ontology.Mohammad Bagher Ghomi - manuscript
    This paper aims to suggest a new approach to Plato’s theory of being in Republic V and Sophist based on the notion of difference and the being of a copy. To understand Plato’s ontology in these two dialogues we are going to suggest a theory we call Pollachos Esti; a name we took from Aristotle’s pollachos legetai both to remind the similarities of the two structures and to reach a consistent view of Plato’s ontology. Based on this theory, when Plato (...)
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  17.  11
    Paradoxical Aspects of the Russellian Conception of Existence.J. L. Usó-Doménech, J. A. Nescolarde-Selva & H. Gash - 2023 - Foundations of Science 28 (3):911-925.
    In this paper, the authors try to clarify the relations between Meinong’s and Russell's thoughts on the ontological ideas of existence. The Meinongian theory on non-existent objects does not in itself violate the principle of non-contradiction, since the problem that this hypothesis offers to the theory of definite descriptions is not so much a logical problem as an ontological problem. To demonstrate this we will establish what we believe are the two main theses basic to the theory of descriptions: (...)
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  18.  91
    The ontology of intentionality I: The dependence ontological account of order: Mediate and immediate moments and pieces of dependent and independent objects.Gilbert T. Null - 2007 - Husserl Studies 23 (1):33-69.
    This is the first of three essays which use Edmund Husserl's dependence ontology to formulate a non-Diodorean and non-Kantian temporal semantics for two-valued, first-order predicate modal languages suitable for expressing ontologies of experience (like physics and cognitive science). This essay's primary desideratum is to formulate an adequate dependence-ontological account of order. To do so it uses primitive (proper) part and (weak) foundation relations to formulate seven axioms and 28 definitions as a basis for Husserl's dependence ontological theory of relating moments. (...)
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  19. Non-Existent Objects and Epistemological Ontology.William J. Rapaport - 1985 - Grazer Philosophische Studien 25 (1):61-95.
    This essay examines the role of non-existent objects in "epistemological ontology" — the study of the entities that make thinking possible. An earlier revision of Meinong's Theory of Objects is reviewed, Meinong's notions of Quasisein and Außersein are discussed, and a theory of Meinongian objects as "combinatorially possible" entities is presented.
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  20.  40
    Psychological and Metaphysical Dimensions of Non-Contradiction in Aristotle.Thomas V. Upton - 1982 - Review of Metaphysics 36 (3):591 - 606.
    RECENT attempts to explain and justify Aristotle's principle of non-contradiction have focused to a great extent on the dialectical dimension of Aristotle's account. For example, T. Irwin maintains that Aristotle justifies the PNC by arguing that there is a sub-set of dialectical opinions which no one can rationally give up. J. Lear supports the importance of the dialectical dimension by summarizing Aristotle's defense of the PNC as follows: The opponent of the PNC tries to argue dialectically that one should (...)
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  21.  13
    The Law of Non-contradiction and Global Philosophy of Religion.Andrew Ter Ern Loke - forthcoming - Sophia:1-17.
    This article focuses on the applications of philosophical logic in the discipline of philosophy of religion of both ‘Eastern’ and ‘Western’ traditions, in which the problem of apparent ontological contradictions can be found. A number of philosophers have proposed using the work of those non-classical logicians who countenance the violation of the law of non-contradiction (LNC) to address this problem. I discuss (1) whether classical or non-classical account of logic is universal in applying to all true theories, and (2) whether (...)
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  22. Early greek thought and perspectives for the interpretation of quantum mechanics: Preliminaries to an ontological approach.Karin Verelst & Bob Coecke - 1999 - In S. Smets J. P. Van Bendegem G. C. Cornelis (ed.). VUB-Press & Kluwer.
    It will be shown in this article that an ontological approach for some problems related to the interpretation of Quantum Mechanics could emerge from a re-evaluation of the main paradox of early Greek thought: the paradox of Being and non-Being, and the solutions presented to it by Plato and Aristotle. More well known are the derivative paradoxes of Zeno: the paradox of motion and the paradox of the One and the Many. They stem from what was perceived by classical philosophy (...)
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  23.  87
    Non-Existent Objects and Epistemological Ontology.William J. Rapaport - 1985 - Grazer Philosophische Studien 25 (1):61-95.
    This essay examines the role of non-existent objects in "epistemological ontology" — the study of the entities that make thinking possible. An earlier revision of Meinong's Theory of Objects is reviewed, Meinong's notions of Quasisein and Außersein are discussed, and a theory of Meinongian objects as "combinatorially possible" entities is presented.
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  24. An outline of the Anselmian theory of God.Tomasz Jarmużek, Maciej Nowicki & Andrzej Pietruszczak - 2006 - Poznan Studies in the Philosophy of the Sciences and the Humanities 91 (1):317-330.
    The article presents a formalization of Anselm's so-called Ontological Arguments from Proslogion . The main idea of our research is to stay to the original text as close as is possible. We show, against some common opinions, that (i) the logic necessary for the formalization must be neither a purely sentential modal calculus, nor just non-modal first-order logic, but a modal first-order theory; (ii) such logic cannot contain logical axiom ⌜ A → ⋄ A ⌝; (iii) none of Anselm's (...)
     
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  25. Non-Existent Objects and Epistemological Ontology.William J. Rapaport - 1985 - Grazer Philosophische Studien 25-26 (1):61-95.
    This essay examines the role of non-existent objects in "epistemological ontology"--the study of the entities that make thinking possible. An earlier revision of Meinong's Theory of Objects is reviewed, Meinong's notions of Quasisein and Aussersein are discussed, and a theory of Meinongian objects as "combinatorially possible" entities is presented.
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  26.  25
    The Principle of Non-Contradiction in Plato's Republic: An Argument for Form.Laurence Bloom - 2017 - Lanham: Lexington Books.
    What sorts of things qualify as first principles of reasoning and what kind of justification for them can be offered? We think of principles like that of non-contradiction as first principles of reasoning. Laurence Bloom argues that Plato’s Republic, the first text that affords us a complete statement of the Principle of Non-contradiction, offers us a powerful, complex and detailed argument for taking form—specifically that of the good—as the first principle of both knowing and being.
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  27.  11
    The Common Logic of Quantum Universe—Part I: The Case of Non-relativistic Quantum Mechanics.Massimo Tessarotto & Claudio Cremaschini - 2022 - Foundations of Physics 52 (1):1-38.
    One of the most challenging and fascinating issue in mathematical and theoretical physics concerns the possibility of identifying the logic underlying the so-called quantum universe, i.e., Quantum Mechanics and Quantum Gravity. Besides the sheer difficulty of the problem, inherent in the actual formulation of Quantum Mechanics—and especially of Quantum Gravity—to be used for such a task, a crucial aspect lies in the identification of the appropriate axiomatic logical proposition calculus to be associated to such theories. In this paper the issue (...)
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  28. Objects as Temporary Autonomous Zones.Tim Morton - 2011 - Continent 1 (3):149-155.
    continent. 1.3 (2011): 149-155. The world is teeming. Anything can happen. John Cage, “Silence” 1 Autonomy means that although something is part of something else, or related to it in some way, it has its own “law” or “tendency” (Greek, nomos ). In their book on life sciences, Medawar and Medawar state, “Organs and tissues…are composed of cells which…have a high measure of autonomy.”2 Autonomy also has ethical and political valences. De Grazia writes, “In Kant's enormously influential moral philosophy, autonomy (...)
     
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  29.  43
    The Principle of Non-Contradiction in Plato’s Republic: an Argument for Form. By Lawrence Bloom.Will Barnes - 2021 - Ancient Philosophy 41 (1):216-220.
  30. Aristotle on the Principle of Non-Contradiction.S. Marc Cohen - 1986 - Canadian Journal of Philosophy 16 (3):359-370.
    Critical discussion of Alan Code's paper "Aristotle's Investigation of a Basic Logical Principle: Which Science Investigates the Principle of Non-Contradiction?".
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  31.  26
    Thinking About Contradictions: The Imaginary Logic of Nikolai Aleksandrovich Vasil’Ev.Venanzio Raspa - 2017 - Cham, Switzerland: Springer Verlag.
    This volume examines the entire logical and philosophical production of Nikolai A. Vasil’ev, studying his life and activities as a historian and man of letters. Readers will gain a comprehensive understanding of this influential Russian logician, philosopher, psychologist, and poet. The author frames Vasil’ev’s work within its historical and cultural context. He takes into consideration both the situation of logic in Russia and the state of logic in Western Europe, from the end of the 19th century to the beginning of (...)
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  32. The Principle of Non-Contradiction and Protagoras: The Strategy of Aristotle's Metaphysics IV 4.Paula Gottlieb - 1994 - Proceedings of the Boston Area Colloquium of Ancient Philosophy 8:183-209.
  33. The principle of non-contradiction according to Aristotle.Arturo Deregibus - 2002 - Filosofia Oggi 25 (98):221-265.
     
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  34. Object-Oriented France: The Philosophy of Tristan Garcia.Graham Harman - 2012 - Continent 2 (1):6-21.
    continent. 2.1 (2012): 6–21. The French philosopher and novelist Tristan Garcia was born in Toulouse in 1981. This makes him rather young to have written such an imaginative work of systematic philosophy as Forme et objet , 1 the latest entry in the MétaphysiqueS series at Presses universitaires de France. But this reference to Garcia’s youthfulness is not a form of condescension: by publishing a complete system of philosophy in the grand style, he has already done what none of us (...)
     
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  35.  51
    The Principle of Non-Contradiction in Early Greek Philosophy.Paul Thom - 1999 - Apeiron 32 (3):153 - 170.
  36. Consistent fragments of grundgesetze and the existence of non-logical objects.Kai F. Wehmeier - 1999 - Synthese 121 (3):309-328.
    In this paper, I consider two curious subsystems ofFrege's Grundgesetze der Arithmetik: Richard Heck's predicative fragment H, consisting of schema V together with predicative second-order comprehension (in a language containing a syntactical abstraction operator), and a theory T in monadic second-order logic, consisting of axiom V and 1 1-comprehension (in a language containing anabstraction function). I provide a consistency proof for the latter theory, thereby refuting a version of a conjecture by Heck. It is shown that both Heck and (...)
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  37.  8
    Varieties of Pluralism and Objectivity in Mathematics.Michèle Friend - 2019 - In Stefania Centrone, Deborah Kant & Deniz Sarikaya (eds.), Reflections on the Foundations of Mathematics: Univalent Foundations, Set Theory and General Thoughts. Springer Verlag. pp. 345-362.
    The phrase ‘mathematical foundation’ has shifted in meaning since the end of the nineteenth century. It used to mean a consistent general theory in mathematics, based on basic principles and ideas to which the rest of mathematics could be reduced. There was supposed to be only one foundational theory and it was to carry the philosophical weight of giving the ultimate ontology and truth of mathematics. Under this conception of ‘foundation’ pluralism in foundations of mathematics is a contradiction.More recently, the (...)
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  38. Fictional objects, non-existence, and the principle of characterization.Andrea Sauchelli - 2012 - Philosophical Studies 159 (1):139-146.
    I advance an objection to Graham Priest’s account of fictional entities as nonexistent objects. According to Priest, fictional characters do not have, in our world, the properties they are represented as having; for example, the property of being a bank clerk is possessed by Joseph K. not in our world but in other worlds. Priest claims that, in this way, his theory can include an unrestricted principle of characterization for objects. Now, some representational properties attributed to fictional characters, a (...)
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  39.  31
    The Principle of Non-Contradiction in Plato’s Republic: An Argument for Form.Dylan Futter - 2018 - Philosophical Papers 47 (3):461-466.
    Volume 47, Issue 3, November 2018, Page 461-466.
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  40. The principle of non contradiction. The debate on dialetheism.Silvia Gaio - 2006 - Verifiche: Rivista Trimestrale di Scienze Umane 35 (1-2).
     
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  41. In What Sense is Kantian Principle of Contradiction Non-classical?Srećko Kovač - 2008 - Logic and Logical Philosophy 17 (3):251-274.
    On the ground of Kant’s reformulation of the principle of con- tradiction, a non-classical logic KC and its extension KC+ are constructed. In KC and KC+, \neg(\phi \wedge \neg\phi),  \phi \rightarrow (\neg\phi \rightarrow \phi), and  \phi \vee \neg\phi are not valid due to specific changes in the meaning of connectives and quantifiers, although there is the explosion of derivable consequences from {\phi, ¬\phi} (the deduc- tion theorem lacking). KC and KC+ are interpreted as fragments of an S5-based (...)
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  42.  40
    Verificationism and the principle of non-contradiction.A. C. H. Wright - 1984 - History and Philosophy of Logic 5 (2):195-217.
    Papineau has suggested that the Principle of Non-Contradiction is a logical law that ?verificationists? are not entitled to claim as a prioritrue. The Principle, like that of Excluded Middle, is not sufficiently grounded in the ?miserly? epistemology of verificationism to be proven in ?verificationist logic?. We examine who might be challenged by this claim: who are the ?verificationists?? We defend our candidates against Papineau's criticisms and other attacks, but this leaves the verificationist open to a different criticism.
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  43.  32
    Beyond the Principle of Non-Contradiction: Damascius on the Ineffable.Luca Pitteloud - 2023 - Rhizomata 10 (2):307-338.
    For Damascius, any attempt to grasp the first principle of all things, the Ineffable, implies the rejection of the principle of non-contradiction (PNC). The reasoning soul, using aporia, is forced to admit contradictory statements as true when it comes to cognising what lies beyond any intelligible being. Damascius shows that it is necessary to postulate a completely transcendent and unknowable Absolute which is the uncoordinated cause of all things beyond the One. This paper examines how Damascius relates the (...)
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  44.  14
    Not Individuals, Nor Even Objects: On the Ontological Nature of Quantum Systems.Olimpia Lombardi - 2023 - In Jonas R. B. Arenhart & Raoni W. Arroyo (eds.), Non-Reflexive Logics, Non-Individuals, and the Philosophy of Quantum Mechanics: Essays in Honour of the Philosophy of Décio Krause. Springer Verlag. pp. 45-77.
    To which ontological category do quantum systems belong? Although we usually speak of particles, it is well known that these peculiar items defy several traditional metaphysical principles. In the present chapter these challenges will be discussed in the light of certain distinctions usually not taken into account in the debate about the ontological nature of quantum systems. On this basis, it will be argued that an ontology of properties without individuals, framed in the algebraic formalism of quantum mechanics, provides adequate (...)
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  45.  7
    Aristotle and the principle of non-contradiction.Gianluigi Pasquale - 2006 - Sankt Augustin: Academia Verlag.
  46. Preserving the principle of one object to a place: A novel account of the relations among objects, sorts, sortals, and persistence conditions.Michael B. Burke - 1994 - Philosophy and Phenomenological Research 54 (3):591-624.
    This article offers a novel, conservative account of material constitution, one that incorporates sortal essentialism and features a theory of dominant sortals. It avoids coinciding objects, temporal parts, relativizations of identity, mereological essentialism, anti-essentialism, denials of the reality of the objects of our ordinary ontology, and other departures from the metaphysic implicit in ordinary ways of thinking. Defenses of the account against important objections are found in Burke 1997, 2003, and 2004, as well as in the often neglected six paragraphs (...)
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  47.  32
    Heijenoort Jean van. Preface. Écrits logiques, by Herbrand Jacques, Presses Universitaires de France, Paris 1968, pp. 1–12.Chevalley Claude and Lautman Albert. Notice biographique sur Jacques Herbrand. Écrits logiques, by Herbrand Jacques, Presses Universitaires de France, Paris 1968, pp. 13–15. , pp. 66–68.)Chevalley Claude. Sur la pensée de Jacques Herbrand. A reprint of 5431 with omissions. Écrits logiques, by Herbrand Jacques, Presses Universitaires de France, Paris 1968, pp. 17–20.Herbrand Jacques. Sur la théorie de la démonstration. A reprint of 3821. Écrits logiques, by Herbrand Jacques, Presses Universitaires de France, Paris 1968, pp. 21–23.Herbrand Jacques. Non-contradiction des axiomes arithmétiques. A reprint of 3822. Écrits logiques, by Herbrand Jacques, Presses Universitaires de France, Paris 1968, pp. 25–26.Herbrand Jacques. Sur quelques propriétés des propositions vraies et leurs applications. A reprint of 3823. Écrits logiques, by Herbrand Jacques, Presses Universitair. [REVIEW]Paul Bernays - 1971 - Journal of Symbolic Logic 36 (3):523-524.
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  48.  49
    Teoria praw przyrody Armstronga wobec problemów identyfikacji i inferencji.Joanna Luc - 2018 - Diametros 55:132-157.
    One of the modern approaches to the laws of nature regards them as relations between universals. The most advanced version of such an approach has been presented by D. M. Armstrong. The aim of this paper is to reconstruct and interpret Armstrong’s conception but also to evaluate his theory and to point out what expectations from it are inadequate. My point of reference are two objections to Armstrong’s ideas, namely the problems of identification and inference. I claim that Armstrong’s theory (...)
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  49. All science as rigorous science: the principle of constructive mathematizability of any theory.Vasil Penchev - 2020 - Logic and Philosophy of Mathematics eJournal 12 (12):1-15.
    A principle, according to which any scientific theory can be mathematized, is investigated. Social science, liberal arts, history, and philosophy are meant first of all. That kind of theory is presupposed to be a consistent text, which can be exhaustedly represented by a certain mathematical structure constructively. In thus used, the term “theory” includes all hypotheses as yet unconfirmed as already rejected. The investigation of the sketch of a possible proof of the principle demonstrates that it should be (...)
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  50.  56
    Internal Negation and the Principles of Non-Contradiction and of Excluded Middle in Aristotle.Christopher Izgin - 2020 - History and Philosophy of Logic 41 (1):1-15.
    It has long been recognized that negation in Aristotle’s term logic differs syntactically from negation in classical logic: modern external negation attaches to propositions fully formed, whereas Aristotelian internal negation forms propositions from sentential constituents. Still, modern external negation is used to render Aristotelian internal negation, as may be seen in formalizations of Aristotle’s semantic principles of non-contradiction and of excluded middle. These principles govern the distribution of truth values among pairs of contradictory propositions, and Aristotelian contradictories always consist of (...)
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