Results for 'Cardinal Hume and'

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  1.  4
    Two English Bishops about two English Martyrs.Gordon Wheeler & Cardinal Hume and - 1987 - Moreana 24 (3-4):111-112.
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  2.  23
    Cardinality, Counting, and Equinumerosity.Richard G. Heck - 2000 - Notre Dame Journal of Formal Logic 41 (3):187-209.
    Frege, famously, held that there is a close connection between our concept of cardinal number and the notion of one-one correspondence, a connection enshrined in Hume's Principle. Husserl, and later Parsons, objected that there is no such close connection, that our most primitive conception of cardinality arises from our grasp of the practice of counting. Some empirical work on children's development of a concept of number has sometimes been thought to point in the same direction. I argue, however, (...)
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  3.  2
    Two Essays on Biblical and on Ecclesiastical Miracles.John Henry Cardinal Newman & Geoffrey Rowell - 2010 - University of Notre Dame Press.
    The essays in this volume were written when John Henry Newman was a Fellow of Oriel College, Oxford. He wrote the first, on biblical miracles "The Miracles of Scripture," in 1825-26, as a relatively young man; the other, "The Miracles of Early Ecclesiastical History," was written in 1842-43. A comparison of the two essays displays a shift in Newman's theological stances. In the earlier essay, Newman argues in accordance with the theology of evidence of his time, maintaining that the age (...)
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  4.  6
    Performing Live: Aesthetic Alternatives for the Ends of Art (review).Gustavo D. Cardinal - 2004 - Philosophy of Music Education Review 12 (1):89-93.
    In lieu of an abstract, here is a brief excerpt of the content:Philosophy of Music Education Review 12.1 (2004) 89-93 [Access article in PDF] Richard Shusterman, Performing Live: Aesthetic Alternatives for the Ends of Art (New York: Cornell University Press, 2000) Performing Live can be ascribed to post-modern American pragmatism in its widest expression. The author's intention is to revalue aesthetic experience, as well as to expand its realm to the extent where such experience also encompasses areas alien to traditional (...)
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  5.  2
    Book review: Richard Shusterman. Performing live: Aesthetic alternatives for the ends of art. (New York: Cornell university press, 2000.). [REVIEW]Gustavo D. Cardinal - 2004 - Philosophy of Music Education Review 12 (1):89-93.
    In lieu of an abstract, here is a brief excerpt of the content:Philosophy of Music Education Review 12.1 (2004) 89-93 [Access article in PDF] Richard Shusterman, Performing Live: Aesthetic Alternatives for the Ends of Art (New York: Cornell University Press, 2000) Performing Live can be ascribed to post-modern American pragmatism in its widest expression. The author's intention is to revalue aesthetic experience, as well as to expand its realm to the extent where such experience also encompasses areas alien to traditional (...)
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  6.  6
    On the Nature, Status, and Proof of Hume’s Principle in Frege’s Logicist Project.Matthias Schirn - 2016 - In Sorin Costreie (ed.), Early Analytic Philosophy – New Perspectives on the Tradition. Cham, Switzerland: Springer Verlag.
    Sections “Introduction: Hume’s Principle, Basic Law V and Cardinal Arithmetic” and “The Julius Caesar Problem in Grundlagen—A Brief Characterization” are peparatory. In Section “Analyticity”, I consider the options that Frege might have had to establish the analyticity of Hume’s Principle, bearing in mind that with its analytic or non-analytic status the intended logical foundation of cardinal arithmetic stands or falls. Section “Thought Identity and Hume’s Principle” is concerned with the two criteria of thought identity that (...)
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  7.  26
    Frege's Cardinals Do Not Always Obey Hume's Principle.Gregory Landini - 2017 - History and Philosophy of Logic 38 (2):127-153.
    Hume's Principle, dear to neo-Logicists, maintains that equinumerosity is both necessary and sufficient for sameness of cardinal number. All the same, Whitehead demonstrated in Principia Mathematica's logic of relations that Cantor's power-class theorem entails that Hume's Principle admits of exceptions. Of course, Hume's Principle concerns cardinals and in Principia's ‘no-classes’ theory cardinals are not objects in Frege's sense. But this paper shows that the result applies as well to the theory of cardinal numbers as objects (...)
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  8.  18
    Cardinality and Acceptable Abstraction.Roy T. Cook & Øystein Linnebo - 2018 - Notre Dame Journal of Formal Logic 59 (1):61-74.
    It is widely thought that the acceptability of an abstraction principle is a feature of the cardinalities at which it is satisfiable. This view is called into question by a recent observation by Richard Heck. We show that a fix proposed by Heck fails but we analyze the interesting idea on which it is based, namely that an acceptable abstraction has to “generate” the objects that it requires. We also correct and complete the classification of proposed criteria for acceptable abstraction.
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  9.  10
    Mencius and Hume.Dobin Choi - 2023 - In Yang Xiao & Kim-Chong Chong (eds.), Dao Companion to the Philosophy of Mencius. Springer. pp. 667-683.
    This chapter expores the similarities and differences between the virtue theories of Mencius (372–289 BCE) and David Hume (1711–1776 CE). Their individual explications of virtue, the main topics of their moral philosophies, focus on the sentiments. Mencius, concerned with teaching moral self-cultivation, believes that the sentiments are the grounds for achieving virtue. Hume, who aims at an empirical theory of moral evaluation, maintains that we determine a character trait as virtue through the moral sentiments. Given their moral foundation (...)
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  10.  25
    Cantor's Abstractionism and Hume's Principle.Claudio Ternullo & Luca Zanetti - 2021 - History and Philosophy of Logic 43 (3):284-300.
    Richard Kimberly Heck and Paolo Mancosu have claimed that the possibility of non-Cantorian assignments of cardinalities to infinite concepts shows that Hume's Principle (HP) is not implicit in the concept of cardinal number. Neologicism would therefore be threatened by the ‘good company' HP is kept by such alternative assignments. In his review of Mancosu's book, Bob Hale argues, however, that ‘getting different numerosities for different countable infinite collections depends on taking the groups in a certain order – but (...)
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  11.  12
    Hume’s Principle and Axiom V Reconsidered: Critical Reflections on Frege and His Interpreters.Matthias Schirn - 2006 - Synthese 148 (1):171-227.
    In this paper, I shall discuss several topics related to Frege's paradigms of second-order abstraction principles and his logicism. The discussion includes a critical examination of some controversial views put forward mainly by Robin Jeshion, Tyler Burge, Crispin Wright, Richard Heck and John MacFarlane. In the introductory section, I try to shed light on the connection between logical abstraction and logical objects. The second section contains a critical appraisal of Frege's notion of evidence and its interpretation by Jeshion, the introduction (...)
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  12.  16
    Hume’s Principle and Axiom V Reconsidered: Critical Reflections on Frege and His Interpreters.Matthias Schirn - 2006 - Synthese 148 (1):171 - 227.
    In this paper, I shall discuss several topics related to Frege’s paradigms of second-order abstraction principles and his logicism. The discussion includes a critical examination of some controversial views put forward mainly by Robin Jeshion, Tyler Burge, Crispin Wright, Richard Heck and John MacFarlane. In the introductory section, I try to shed light on the connection between logical abstraction and logical objects. The second section contains a critical appraisal of Frege’s notion of evidence and its interpretation by Jeshion, the introduction (...)
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  13.  20
    Frege's Cardinals and Neo-Logicism.Roy T. Cook - 2016 - Philosophia Mathematica 24 (1):60-90.
    Gottlob Frege defined cardinal numbers in terms of value-ranges governed by the inconsistent Basic Law V. Neo-logicists have revived something like Frege's original project by introducing cardinal numbers as primitive objects, governed by Hume's Principle. A neo-logicist foundation for set theory, however, requires a consistent theory of value-ranges of some sort. Thus, it is natural to ask whether we can reconstruct the cardinal numbers by retaining Frege's definition and adopting an alternative consistent principle governing value-ranges. Given (...)
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  14.  25
    In Good Company? On Hume’s Principle and the Assignment of Numbers to Infinite Concepts.Paolo Mancosu - 2015 - Review of Symbolic Logic 8 (2):370-410.
    In a recent article, I have explored the historical, mathematical, and philosophical issues related to the new theory of numerosities. The theory of numerosities provides a context in which to assign numerosities to infinite sets of natural numbers in such a way as to preserve the part-whole principle, namely if a set A is properly included in B then the numerosity of A is strictly less than the numerosity of B. Numerosities assignments differ from the standard assignment of size provided (...)
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  15.  8
    An Index of Hume's References in A Treatise of Human Nature.David C. Yalden-Thomson - 1977 - Hume Studies 3 (1):53-56.
    In lieu of an abstract, here is a brief excerpt of the content:53. AN INDEX OF HUME'S REFERENCES IN A TREATISE OF HUMAN NATURE The index below of Hume's references in the Treatise te the works of other authors excludes those which are accurate and full in his text (of which there are few) and those which are so general, e.g., to Spinoza's atheism, that no passage is specifiable. Hume mentions other writings, for which this index is (...)
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  16.  10
    Hume’s principle: a plea for austerity.Kai Michael Büttner - 2019 - Synthese 198 (4):3759-3781.
    According to Hume’s principle, a sentence of the form ⌜The number of Fs = the number of Gs⌝ is true if and only if the Fs are bijectively correlatable to the Gs. Neo-Fregeans maintain that this principle provides an implicit definition of the notion of cardinal number that vindicates a platonist construal of such numerical equations. Based on a clarification of the explanatory status of Hume’s principle, I will provide an argument in favour of a nominalist construal (...)
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  17.  18
    Frege’s Cardinals as Concept-correlates.Gregory Landini - 2006 - Erkenntnis 65 (2):207-243.
    In his "Grundgesetze", Frege hints that prior to his theory that cardinal numbers are objects he had an "almost completed" manuscript on cardinals. Taking this early theory to have been an account of cardinals as second-level functions, this paper works out the significance of the fact that Frege's cardinal numbers is a theory of concept-correlates. Frege held that, where n > 2, there is a one—one correlation between each n-level function and an n—1 level function, and a one—one (...)
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  18.  13
    Hume's Naturalized Philosophy.Yves Michaud - 1987 - Hume Studies 13 (2):360-380.
    In lieu of an abstract, here is a brief excerpt of the content:360 HUME'S NATURALI Z EP PHILOSOPHY In "Epistemology Naturalized," Quine claimed that the failure of reductive-foundationalist attempts in epistemology, after the model of Carnap' s Aufbau, must lead to a redefinition of epistemology's task. Instead of setting out to reconstruct the whole fabric of our knowledge from absolute data through deductive operations, we should investigate how human subjects derive their knowledge of nature from sensory inputs. Thus epistemology (...)
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  19.  19
    Wittgenstein on Circularity in the Frege-Russell Definition of Cardinal Number.Boudewijn de Bruin - 2008 - Philosophia Mathematica 16 (3):354-373.
    Several scholars have argued that Wittgenstein held the view that the notion of number is presupposed by the notion of one-one correlation, and that therefore Hume's principle is not a sound basis for a definition of number. I offer a new interpretation of the relevant fragments on philosophy of mathematics from Wittgenstein's Nachlass, showing that if different uses of ‘presupposition’ are understood in terms of de re and de dicto knowledge, Wittgenstein's argument against the Frege-Russell definition of number turns (...)
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  20.  11
    Real Numbers and Set theory – Extending the Neo-Fregean Programme Beyond Arithmetic.Bob Hale - 2005 - Synthese 147 (1):21-41.
    It is known that Hume’s Principle, adjoined to a suitable formulation of second-order logic, gives a theory which is almost certainly consistent4 and suffices for arithmetic in the sense that it yields the Dedekind-Peano axioms as theorems. While Hume’s Principle cannot be taken as a definition in any strict sense requiring that it provide for the eliminative paraphrase of its definiendum in every admissible type of occurrence, we hold that it can be viewed as an implicit definition of (...)
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  21.  15
    A Justification for the Quantificational Hume Principle.Chris Scambler - 2019 - Erkenntnis 86 (5):1293-1308.
    In recent work Bruno Whittle has presented a new challenge to the Cantorian idea that there are different infinite cardinalities. Most challenges of this kind have tended to focus on the status of the axioms of standard set theory; Whittle’s is different in that he focuses on the connection between standard set theory and intuitive concepts related to cardinality. Specifically, Whittle argues we are not in a position to know a principle I call the Quantificational Hume Principle, which connects (...)
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  22.  6
    Hume's Moral and Political Philosophy.David Hume & Henry David Aiken - 2021 - Hassell Street Press.
    This work has been selected by scholars as being culturally important and is part of the knowledge base of civilization as we know it. This work is in the public domain in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. Scholars believe, and we concur, that this work is important enough to be (...)
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  23. Neo-logicism and Conservativeness.Stephen Mackereth - forthcoming - Journal of Philosophy.
    Neo-logicists have claimed that Hume's Principle (HP) may be taken as a stipulative definition of cardinal number. This claim is threatened by the fact that HP is not conservative over pure second-order logic. I argue that the dominant neo-logicist response to the conservativeness objection is not satisfactory. Then I propose a novel version of neo-logicism, based on Heck's Two-sorted Hume's Principle (2HP), which does meet the conservativeness objection—provided that conservativeness is understood semantically and not deductively. I also (...)
     
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  24.  4
    Frege on Identity and Identity Statements: 1884/1903.Matthias Schirn - forthcoming - History and Philosophy of Logic:1-22.
    In this essay, I first solve solve a conundrum and then deal with criteria of identity, Leibniz's definition of identity and Frege's adoption of it in his (failed) attempt to define the cardinality operator contextually in terms of Hume's Principle in Die Grundlagen der Arithmetik. I argue that Frege could have omitted the intermediate step of tentatively defining the cardinality operator in the context of an equation of the form ‘NxF(x) = NxG(x)'. Frege considers Leibniz's definition of identity to (...)
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  25.  7
    Derrida on Being as Presence: Questions and Quests.David A. White - 2017 - Berlin: De Gruyter Open.
    Jacques Derrida's extensive early writings devoted considerable attention to "being as presence," the reality underlying the history of metaphysics. In Derrida on Being as Presence: Questions and Quests, David A. White develops the intricate conceptual structure of this notion by close exegetical readings drawn from these writings. White discusses cardinal concepts in Derrida's revamping of theoretical considerations pertaining to language--signification, context, negation, iterability--as these considerations depend on the structure of being as presence and also as they ground "deconstructive" reading. (...)
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  26.  19
    History and Power in Hume’s ‘Of Miracles’: A Pragmaticist-Historicist Account.Andre C. Willis - 2023 - Contemporary Pragmatism 20 (4):313-333.
    This reconsideration of Hume’s classic essay “Of Miracles” via the lens of American pragmatist ways of thinking about history and power shifts our attention from Hume’s epistemic concerns about the legitimacy of witnesses and testimony to his distaste for sacred history, his critical stance regarding the social force of revelation, and his disdain for religious authority. To view Hume’s essay both as an articulation of a critical philosophy of history and as an exercise in moral dynamism (social (...)
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  27.  31
    Essence and definition by abstraction.Bob Hale - 2018 - Synthese 198 (Suppl 8):2001-2017.
    We may define words or concepts, and we may also, as Aristotle and others have thought, define the things for which words stand and of which concepts are concepts. Definitions of words or concepts may be explicit or implicit, and may seek to report preexisting synonymies, as Quine put it, but they may instead be wholly or partly stipulative. Definition by abstraction, of which Hume’s principle is a much discussed example, seek to define a term-forming operator, such as the (...)
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  28. Skepticism and Incomprehensibility in Bayle and Hume.John Wright - 2019 - In The Skeptical Enlightenment: Doubt and Certainty in the Age of Reason. Liverpool, UK: pp. 129-60.
    I argue that incomprehensibility (what the ancient skeptics called acatalepsia) plays a central role in the skepticism of both Bayle and Hume. I challenge a commonly held view (recently argued by Todd Ryan) that Hume, unlike Bayle, does not present oppositions of reason--what Kant called antimonies.
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  29.  11
    Abstraction and set theory.Bob Hale - 2000 - Notre Dame Journal of Formal Logic 41 (4):379--398.
    The neo-Fregean program in the philosophy of mathematics seeks a foundation for a substantial part of mathematics in abstraction principles—for example, Hume’s Principle: The number of Fs D the number of Gs iff the Fs and Gs correspond one-one—which can be regarded as implicitly definitional of fundamental mathematical concepts—for example, cardinal number. This paper considers what kind of abstraction principle might serve as the basis for a neo- Fregean set theory. Following a brief review of the main difficulties (...)
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  30.  3
    The worlds of Hume and Kant.David Hume, Immanuel Kant, James Benjamin Wilbur & Harold Joseph Allen - 1967 - New York,: American Book Co.. Edited by Immanuel Kant, James Benjamin Wilbur & Harold Joseph Allen.
    Selections from Hume's and Kant's writings, with commentary.
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  31.  8
    David Hume's humanity: the philosophy of common life and its limits.Scott Yenor - 2016 - New York, NY: Palgrave-Macmillan.
    Scott Yenor argues that David Hume's reputation as a skeptic is greatly exaggerated. In David Hume's Humanity, Yenor shows how Hume's skepticism is a moment leading Hume to defend a philosophy that is grounded in the inescapable assumptions of common life. Humane virtues reflect the proper reaction to the complex mixture of human faculties that define the human condition. These gentle virtues best find their home in the modern commercial republic, of which England is the leading (...)
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  32.  9
    Ethics for beginners: 52 "big ideas" from 32 great minds.Peter Kreeft - 2019 - South Bend, Indiana: St. Augustine's Press.
    One universal anonymous sage : the Rta/Tao/Logos -- Four sages from the East. The Hindu tradition : the four wants of man -- Buddha : Nirvana -- Confucius : social harmony -- Lao Tzu : nature's way -- Three sages from the West. Moses : divine law -- Jesus : agape love -- Muhammad : "Islam" -- Three classic Greek founders of philosophy. Socrates : the primacy of wisdom ("Virtue is knowledge") -- Plato: No double standard : ethics and politics (...)
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  33.  9
    Identity and Sortals.Ansten Klev - 2017 - Erkenntnis 82 (1):1-16.
    According to the sortal conception of the universe of individuals every individual falls under a highest sortal, or category. It is argued here that on this conception the identity relation is defined between individuals a and b if and only if a and b fall under a common category. Identity must therefore be regarded as a relation of the form \, with three arguments x, y, and Z, where Z ranges over categories, and where the range of x and y (...)
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  34.  1
    Hume on well-being (Proceedings of the CAPE International Workshops, 2013. Part I: The CAPE International Conference “Ethics and Well-being”).Seiyu Hayashi - 2014 - CAPE Studies in Applied Philosophy and Ethics Series 2:45-53.
    9th and 10th Nov. 2013 at Kyoto University. Organizers: Takeshi Sato and Shunsuke Sugimoto.
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  35.  3
    Hume on human nature and the understanding.David Hume - 1962 - New York,: Collier Books.
  36.  7
    Hume's Dictum and Metaphysical Modality.Jessica Wilson - 2015 - In Barry Loewer & Jonathan Schaffer (eds.), A companion to David Lewis. Chichester, West Sussex ;: Wiley-Blackwell. pp. 138–158.
    Many contemporary philosophers accept a strong generalization of Hume's denial of necessary causal connections, in the form of Hume's dictum (HD), according to which there are no metaphysically necessary connections between distinct, intrinsically typed entities. Hume's version of his dictum occurs during his investigation into the source of the idea of causal connection. The most powerful role that HD plays in Lewis's system concerns its providing a basis for, as Lewis puts it, a "principle of plentitude" that (...)
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  37.  14
    Skolem Redux.W. D. Hart - 2000 - Notre Dame Journal of Formal Logic 41 (4):399--414.
    Hume's Principle requires the existence of the finite cardinals and their cardinal, but these are the only cardinals the Principle requires. Were the Principle an analysis of the concept of cardinal number, it would already be peculiar that it requires the existence of any cardinals; an analysis of bachelor is not expected to yield unmarried men. But that it requires the existence of some cardinals, the countable ones, but not others, the uncountable, makes it seem invidious; it (...)
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  38.  20
    Philosophical method and Galileo's paradox of infinity.Matthew W. Parker - 2009 - In Bart Van Kerkhove (ed.), New Perspectives on Mathematical Practices: Essays in Philosophy and History of Mathematics. World Scientific.
    We consider an approach to some philosophical problems that I call the Method of Conceptual Articulation: to recognize that a question may lack any determinate answer, and to re-engineer concepts so that the question acquires a definite answer in such a way as to serve the epistemic motivations behind the question. As a case study we examine “Galileo’s Paradox”, that the perfect square numbers seem to be at once as numerous as the whole numbers, by one-to-one correspondence, and yet less (...)
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  39.  8
    David Hume on Morals, Politics, and Society.David Hume - 2018 - New Haven [Connecticut]: Yale University Press. Edited by Angela Michelle Coventry, Andrew Valls, Mark G. Spencer, Elizabeth Schmidt Radcliffe, Frederick G. Whelan & Peter Vanderschraaf.
    A compact and accessible edition of Hume’s political and moral writings with essays by a distinguished set of contributors A key figure of the Scottish Enlightenment, David Hume was a major influence on thinkers ranging from Kant and Schopenhauer to Einstein and Popper, and his writings continue to be deeply relevant today. With four essays by leading Hume scholars exploring his complex intellectual legacy, this volume presents an overview of Hume’s moral, political, and social philosophy. Editors (...)
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  40.  25
    The Testimony of Sense: Empiricism and the Essay from Hume to Hazlitt by Tim Milnes (review).Margaret Watkins - 2024 - Hume Studies 49 (1):175-180.
    In lieu of an abstract, here is a brief excerpt of the content:Reviewed by:The Testimony of Sense: Empiricism and the Essay from Hume to Hazlitt by Tim MilnesMargaret WatkinsTim Milnes. The Testimony of Sense: Empiricism and the Essay from Hume to Hazlitt. Oxford: Oxford University Press, 2019. Pp. viii + 278. Hardback. ISBN: 9780198812739. $91.00.In his brief autobiography, “My Own Life,” Hume reports that “almost all [his] life has been spent in literary pursuits and occupations” (E-MOL: xxxi). (...)
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  41.  21
    Frege’s Logicism and the Neo-Fregean Project.Matthias Schirn - 2014 - Axiomathes 24 (2):207-243.
    Neo-logicism is, not least in the light of Frege’s logicist programme, an important topic in the current philosophy of mathematics. In this essay, I critically discuss a number of issues that I consider to be relevant for both Frege’s logicism and neo-logicism. I begin with a brief introduction into Wright’s neo-Fregean project and mention the main objections that he faces. In Sect. 2, I discuss the Julius Caesar problem and its possible Fregean and neo-Fregean solution. In Sect. 3, I raise (...)
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  42. Private Correspondence of David Hume with Several Distinguished Persons Between the Years 1761 and 1776, Now First Published From the Originals.David Hume, Abraham John Henry Colburn and Co & Valpy - 1820 - Printed for Henry Colburn and Co., Public Library, Conduit Street, Hanover Square.
  43.  30
    A Treatise of Human Nature (1739-40).David Hume - 1969 - Mineola, N.Y.: Oxford University Press. Edited by Ernest Campbell Mossner.
    A key to modern studies of 18th century Western philosophy, the Treatise considers numerous classic philosophical issues, including causation, existence, freedom and necessity and morality. This abridged edition has an introduction which explain's Hume's thought and places it in the context of its times.
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  44.  11
    Fregean abstraction, referential indeterminacy and the logical foundations of arithmetic.Matthias Schirn - 2003 - Erkenntnis 59 (2):203 - 232.
    In Die Grundlagen der Arithmetik, Frege attempted to introduce cardinalnumbers as logical objects by means of a second-order abstraction principlewhich is now widely known as ``Hume's Principle'' (HP): The number of Fsis identical with the number of Gs if and only if F and G are equinumerous.The attempt miscarried, because in its role as a contextual definition HP fails tofix uniquely the reference of the cardinality operator ``the number of Fs''. Thisproblem of referential indeterminacy is usually called ``the Julius (...)
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  45.  27
    The development of arithmetic in Frege's Grundgesetze der Arithmetik.Richard Heck - 1993 - Journal of Symbolic Logic 58 (2):579-601.
    Frege's development of the theory of arithmetic in his Grundgesetze der Arithmetik has long been ignored, since the formal theory of the Grundgesetze is inconsistent. His derivations of the axioms of arithmetic from what is known as Hume's Principle do not, however, depend upon that axiom of the system--Axiom V--which is responsible for the inconsistency. On the contrary, Frege's proofs constitute a derivation of axioms for arithmetic from Hume's Principle, in (axiomatic) second-order logic. Moreover, though Frege does prove (...)
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  46.  16
    Hume, Defeat, and Miracle Reports.Charity Anderson - 2018 - In Matthew A. Benton, John Hawthorne & Dani Rabinowitz (eds.), Knowledge, Belief, and God: New Insights in Religious Epistemology. Oxford: Oxford University Press. pp. 13-28.
    This chapter investigates the rationality of failing to believe miracle reports. Hume famously argued that it is irrational to believe that a miracle has occurred on the basis of testimony alone. While certain aspects of Hume's argument have received extensive discussion, other features of his argument have been largely overlooked. After offering a reconstruction of Hume's argument, I argue that epistemic defeat plays a central role in the argument, and I explore the aptness of as well as (...)
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  47.  11
    David Hume on Morals, Politics, and Society.Angela Coventry & Andrew Valls (eds.) - 2019 - New Haven [Connecticut]: Yale University Press.
    A key figure of the Scottish Enlightenment, David Hume was a major influence on thinkers ranging from Kant and Schopenhauer to Einstein and Popper, and his writings continue to be deeply relevant today. With four essays by leading Hume scholars exploring his complex intellectual legacy, this volume presents an overview of Hume’s moral, political, and social philosophy. Editors Angela Coventry and Andrew Valls bring together a selection of writings from Hume’s most important works, with contributors placing (...)
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  48.  5
    David Hume, the Man and His Science of Man: Containing Some Unpublished Letters of Hume.Frederick Henry Heinemann & David Hume - 1940 - Hermann.
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  49.  15
    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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  50.  2
    Religion and Faction in Hume's Moral Philosophy.Jennifer A. Herdt - 1997 - New York, NY, USA: Cambridge University Press.
    This book explores Hume's concern with the destructiveness of religious factions and his efforts to develop, in his moral philosophy, a solution to factional conflict. Sympathy and the related capacity to enter into foreign points of view are crucial to the neutralization of religious zeal and the naturalization of ethics. Jennifer Herdt suggests that Hume's preoccupation with religious faction is the key which reveals the unity of his varied philosophical, aesthetic, political and historical works.
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