Search results for 'Gregory C. Landini' (try it on Scholar)

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  1.  11
    G. Landini (2014). Gregory Landini. Zermelo and Russell's Paradox: Is There a Universal Set? Philosophia Mathematica 22 (1):142-142.
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  2. Gregory C. Landini (2009). Russell's Definite Descriptions de Re. In Nicholas Griffin & Dale Jacquette (eds.), Russell Vs. Meinong: The Legacy of "on Denoting". Routledge
     
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  3.  2
    C. Hill, Bertil Rolf, Gregory Landini, Timothy Williamson & Desmond Henry (1996). Reviews of A. Kenny, Frege, an Introduction to the Founder of Modern Analytic Philosophy. London: Penguin, 1995. VIII-H223pp. £7.99 T. Willamson, Vagueness. London: Routledge, 1994. XIII-F-325 Pp. £35.00 Tom Burke, Dewey's New Logic: A Reply to Russell. Chicago: University of Chicago, 1994. XII+288 Pp. £25.50/$36.75 M. Pinkal Logic and Lexicon: The Semantics of the Indefinite. Translated From the German by G.Simmons. Dordrecht: Kluwer, 1995. XVIII + 378 Pp. £74.00/ $93/175 Dfl M. Pinkal Logic and Lexicon: The Semantics of the Indefinite. Translated From the German by G.Simmons. Dordrecht: Kluwer, 1995. XVIII + 378 Pp. £74.00/ $93/175 Dfl Nicholas Rescher, Essays in the History of Philosophy. Aldershot: Avebury, 1995. VII + 373 Pp. £42.50 Christian Thiel, Philosophie Und Mathematik. Eine Einführung in Ihre Wechsel-Wirkungen Und in Die Philosophie der Mathematik. Darmstadt: Wissenschaftliche Buchgesellschaft, 1995. 364 Pp. Isbn 3-534 05990-5. No Price Stated Jon Barwise and John Etchemen. [REVIEW] History and Philosophy of Logic 17 (1 & 2):85-119.
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  4.  25
    Gregory Landini (2007). Wittgenstein's Apprenticeship with Russell. Cambridge University Press.
    Wittgenstein's Tractatus has generated many interpretations since its publication in 1921, but over the years a consensus has developed concerning its criticisms of Russell’s philosophy. In Wittgenstein’s Apprenticeship with Russell, Gregory Landini draws extensively from his work on Russell’s unpublished manuscripts to show that the consensus characterizes Russell with positions he did not hold. Using a careful analysis of Wittgenstein’s writings he traces the Doctrine of Showing and the ‘fundamental idea’ of the Tractatus to Russell’s logical atomist research (...)
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  5. Gregory Landini (2009). Wittgenstein's Apprenticeship with Russell. Cambridge University Press.
    Wittgenstein's Tractatus has generated many interpretations since its publication in 1921, but over the years a consensus has developed concerning its criticisms of Russell's philosophy. In Wittgenstein's Apprenticeship with Russell, Gregory Landini draws extensively from his work on Russell's unpublished manuscripts to show that the consensus characterises Russell with positions he did not hold. Using a careful analysis of Wittgenstein's writings he traces the 'Doctrine of Showing' and the 'fundamental idea' of the Tractatus to Russell's logical atomist research (...)
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  6.  4
    D. E. Broadbent & Margaret Gregory (1962). Donders' B- and C-Reactions and S-R Compatibility. Journal of Experimental Psychology 63 (6):575.
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  7.  6
    Timothy E. Gregory (2007). Robert Ousterhout, A Byzantine Settlement in Cappadocia. (Dumbarton Oaks Studies, 42.) Washington, D.C.: Dumbarton Oaks Research Library and Collection, 2005. Pp. Xx, 474 Plus Separate Errata Sheet; 19 Color Plates and 271 Black-and-White Illustrations. [REVIEW] Speculum 82 (3):746-748.
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  8. Frederick Gregory (1977). D'holbach's Coterie: An Enlightenment In Paris By Alan C. Kors. [REVIEW] Isis: A Journal of the History of Science 68:331-332.
     
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  9. G. Landini (1997). Robert C. Moore, Logic and Representation. Minds and Machines 7:122-125.
     
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  10.  35
    Gregory Landini (1998). Russell's Hidden Substitutional Theory. Oxford University Press.
    This book explores an important central thread that unifies Russell's thoughts on logic in two works previously considered at odds with each other, the Principles of Mathematics and the later Principia Mathematica. This thread is Russell's doctrine that logic is an absolutely general science and that any calculus for it must embrace wholly unrestricted variables. The heart of Landini's book is a careful analysis of Russell's largely unpublished "substitutional" theory. On Landini's showing, the substitutional theory reveals the unity (...)
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  11.  17
    Gregory Landini (2010). Russell. Routledge.
    Landini discusses the second edition of Principia Mathematica, to show Russella (TM)s intellectual relationship with Wittgenstein and Ramsey.
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  12. Wayne C. Booth, Dudley Barlow, Orson Scott Card, Anthony Cunningham, John Gardner, Marshall Gregory, John J. Han, Jack Harrell, Richard E. Hart, Barbara A. Heavilin, Marianne Jennings, Charles Johnson, Bernard Malamud, Toni Morrison, Georgia A. Newman, Joyce Carol Oates, Jay Parini, David Parker, James Phelan, Richard A. Posner, Mary R. Reichardt, Nina Rosenstand, Stephen L. Tanner, John Updike, John H. Wallace, Abraham B. Yehoshua & Bruce Young (2005). Ethics, Literature, and Theory: An Introductory Reader. Sheed & Ward.
    Do the rich descriptions and narrative shapings of literature provide a valuable resource for readers, writers, philosophers, and everyday people to imagine and confront the ultimate questions of life? Do the human activities of storytelling and complex moral decision-making have a deep connection? What are the moral responsibilities of the artist, critic, and reader? What can religious perspectives—from Catholic to Protestant to Mormon—contribute to literary criticism? Thirty well known contributors reflect on these questions, including iterary theorists Marshall Gregory, James (...)
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  13. C. Gregory (2001). A Social Contract Conception of the Tort Law of Accidents. In Gerald J. Postema (ed.), Philosophy and the Law of Torts. Cambridge University Press 22.
     
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  14. C. A. Gregory (2009). After Words : From Ethos to Pathos. In Karen Margaret Sykes (ed.), Ethnographies of Moral Reasoning: Living Paradoxes of a Global Age. Palgrave Macmillan 189.
     
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  15. C. C. L. Gregory & Anita Kohsen (1955). Physical and Psychical Research. An Analysis of Belief. Philosophy and Phenomenological Research 16 (1):130-132.
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  16. C. Gregory & L. DeAngelis (2000). Seeing in Three Dimensions: The Neurophysiology of Stereopsis. Trends in Cognitive Sciences 4:3.
     
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  17.  72
    Stefan Linquist, Brent Saylor, Karl Cottenie, Tyler A. Elliott, Stefan C. Kremer & T. Ryan Gregory (2013). Distinguishing Ecological From Evolutionary Approaches to Transposable Elements. Biological Reviews 88 (3):573- 584.
    Considerable variation exists not only in the kinds of transposable elements (TEs) occurring within the genomes of different species, but also in their abundance and distribution. Noting a similarity to the assortment of organisms among ecosystems, some researchers have called for an ecological approach to the study of transposon dynamics. However, there are several ways to adopt such an approach, and it is sometimes unclear what an ecological perspective will add to the existing co-evolutionary framework for explaining transposon-host interactions. This (...)
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  18. Gregory Landini (2012). Frege's Notations: What They Are and How They Mean. Palgrave Macmillan.
     
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  19.  7
    Gregory Landini (2013). Typos of Principia Mathematica. History and Philosophy of Logic 34 (4):306 - 334.
    Principia Mathematic goes to great lengths to hide its order/type indices and to make it appear as if its incomplete symbols behave as if they are singular terms. But well-hidden as they are, we cannot understand the proofs in Principia unless we bring them into focus. When we do, some rather surprising results emerge ? which is the subject of this paper.
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  20.  6
    J. C. Gregory (1942). On A. A. Luce's Berkeley's Existence in the Mind. Mind 51:198.
  21.  3
    Gregory Landini (2016). Whitehead's EmendedPrincipia. History and Philosophy of Logic 37 (2):114-169.
    There are many wonderful puzzles concerning Principia Mathematica, but none are more striking than those arising from the crisis that befell Whitehead in November of 1910. Volume 1 appeared in December of 1910. Volume 2 on cardinal numbers and Russell's relation arithmetic might have appeared in 1911 but for Whitehead's having halted the printing. He discovered that inferences involving the typically ambiguous notation ‘Nc‘α’ for the cardinal number of α might generate fallacies. When the volume appeared in 1912, it was (...)
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  22. Joshua C. Gregory (1952). Heterological and Homological. Mind 61 (241):85-88.
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  23.  43
    Gregory Landini (1991). A New Interpretation of Russell's Multiple-Relation Theory of Judgment. History and Philosophy of Logic 12 (1):37-69.
    This paper offers an interpretation of Russell's multiple-relation theory of judgment which characterizes it as direct application of the 1905 theory of definite descriptions. The paper maintains that it was by regarding propositional symbols (when occurring as subordinate clauses) as disguised descriptions of complexes, that Russell generated the philosophical explanation of the hierarchy of orders and the ramified theory of types of _Principia mathematica (1910). The interpretation provides a new understanding of Russell's abandoned book _Theory of Knowledge (1913), the 'direction (...)
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  24. John Gregory & Laurence B. Mccullough (1998). John Gregory's Writings on Medical Ethics and Philosophy of Medicine.
     
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  25.  44
    J. C. Beall, T. Bigaj, T. Fernando, B. Fitelson, N. Foo, W. Goldfarb, D. Gregory, T. Hailperin, H. Halvorson & K. Harris (2001). Arló-Costa, H., 479 Armour-Garb, B., 593 Azzouni, J., 329 Batens, D., 267. Journal of Philosophical Logic 30 (619).
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  26.  35
    F. C. Bartlett, A. E. Taylor, J. C. Gregory, H. F. Hallet, Salvatore Messina, E. J. Thomas, James Drever, W. J., John Laird, R. P. & C. A. Mace (1924). New Books. [REVIEW] Mind 33 (129):94-113.
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  27. Gregory Landini (2007). Logicism without Peano 4. Soochow Journal of Philosophical Studies 16:69 - 91.
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  28.  14
    Gregory Landini (1996). Logic in Russell's Principles of Mathematics. Notre Dame Journal of Formal Logic 37 (4):554-584.
    Unaware of Frege's 1879 Begriffsschrift, Russell's 1903 The Principles of Mathematics set out a calculus for logic whose foundation was the doctrine that any such calculus must adopt only one style of variables–entity (individual) variables. The idea was that logic is a universal and all-encompassing science, applying alike to whatever there is–propositions, universals, classes, concrete particulars. Unfortunately, Russell's early calculus has appeared archaic if not completely obscure. This paper is an attempt to recover the formal system, showing its philosophical background (...)
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  29.  5
    Gregory Landini (2015). Whitehead's Emended Principia. History and Philosophy of Logic 37 (2):114-169.
    There are many wonderful puzzles concerning Principia Mathematica, but none are more striking than those arising from the crisis that befell Whitehead in November of 1910. Volume 1 appeared in December of 1910. Volume 2 on cardinal numbers and Russell's relation arithmetic might have appeared in 1911 but for Whitehead's having halted the printing. He discovered that inferences involving the typically ambiguous notation ‘Nc‘α’ for the cardinal number of α might generate fallacies. When the volume appeared in 1912, it was (...)
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  30.  88
    Joshua C. Gregory (1951). The Concept of Mind and the Unconscious. British Journal for the Philosophy of Science 2 (5):52-57.
  31.  19
    Gregory Landini (2009). Russell's Schema, Not Priest's Inclosure. History and Philosophy of Logic 30 (2):105-139.
    On investigating a theorem that Russell used in discussing paradoxes of classes, Graham Priest distills a schema and then extends it to form an Inclosure Schema, which he argues is the common structure underlying both class-theoretical paradoxes (such as that of Russell, Cantor, Burali-Forti) and the paradoxes of ?definability? (offered by Richard, König-Dixon and Berry). This article shows that Russell's theorem is not Priest's schema and questions the application of Priest's Inclosure Schema to the paradoxes of ?definability?.1 1?Special thanks to (...)
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  32.  43
    Gregory Landini (1996). The Definability of the Set of Natural Numbers in the 1925 Principia Mathematica. Journal of Philosophical Logic 25 (6):597 - 615.
    In his new introduction to the 1925 second edition of Principia Mathematica, Russell maintained that by adopting Wittgenstein's idea that a logically perfect language should be extensional mathematical induction could be rectified for finite cardinals without the axiom of reducibility. In an Appendix B, Russell set forth a proof. Godel caught a defect in the proof at *89.16, so that the matter of rectification remained open. Myhill later arrived at a negative result: Principia with extensionality principles and without reducibility cannot (...)
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  33.  13
    Joshua C. Gregory (1920). The Conception of Thought as a Cyclic Process. The Monist 30 (4):503-520.
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  34.  33
    Gregory Landini (2006). Frege's Cardinals as Concept-Correlates. Erkenntnis 65 (2):207 - 243.
    In his Grundgesetze, Frege hints that prior to his theory that cardinal numbers are objects (courses-of-values) 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 (as objects) 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 correlation (...)
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  35.  72
    Gregory Landini (2010). Wittgenstein's Notes on Logic – Michael Potter. [REVIEW] Philosophical Quarterly 60 (240):645-648.
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  36.  2
    Gregory Landini (2003). 7 Russell's Substitutional Theory. In Nicholas Griffin (ed.), The Cambridge Companion to Bertrand Russell. Cambridge University Press 241.
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  37.  9
    Gregory Landini (1990). How to Russell Another Meinongian. Grazer Philosophische Studien 37:93-122.
    This article compares the theory of Meinongian objects proposed by Edward Zalta with a theory of fiction formulated within an early Russellian framework. The Russellian framework is the second-order intensional logic proposed by Nino B. Cocchiarelly as a reconstruction of the form of Logicism Russell was examining shortly after writing The Principles of Mathematics. A Russellian theory of denoting concepts is developed in this intensional logic and applied as a theory of the "objects' of fiction. The framework retains the Orthodox (...)
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  38.  10
    Joshua C. Gregory (1919). The Development of the Notion of Cause. The Monist 29 (4):509-519.
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  39.  1
    Gregory Landini (2006). Frege’s Cardinals as Concept-Correlates. Erkenntnis 65 (2):207-243.
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  40.  6
    Gregory Landini (2004). Russell's Separation of the Logical and Semantic Paradoxes. Revue Internationale de Philosophie 3:257-294.
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  41.  6
    Gregory Landini (1987). Russell's Substitutional Theory of Classes and Relations. History and Philosophy of Logic 8 (2):171-200.
    This paper examines Russell's substitutional theory of classes and relations, and its influence on the development of the theory of logical types between the years 1906 and the publication of Principia Mathematica (volume I) in 1910. The substitutional theory proves to have been much more influential on Russell's writings than has been hitherto thought. After a brief introduction, the paper traces Russell's published works on type-theory up to Principia. Each is interpreted as presenting a version or modification of the substitutional (...)
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  42.  8
    Gregory Landini (2015). The Collected Papers of Bertrand Russell, Volume 5: Toward Principia Mathematica, 1905–1908. History and Philosophy of Logic 36 (2):162-178.
  43.  54
    Joshua C. Gregory (1952). Locke and the First Earl of Shaftesbury:. Mind 61 (241):89-92.
  44.  50
    Joshua C. Gregory (1923). Some Theories of Laughter. Mind 32 (127):328-344.
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  45.  14
    Gregory Landini (1989). Beyond Analytic Philosophy. Review of Metaphysics 42 (3):642-643.
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  46.  49
    Gregory Landini (2009). Cocchiarella's Formal Ontology and the Paradoxes of Hyperintensionality. Axiomathes 19 (2):115-142.
    This is a critical discussion of Nino B. Cocchiarella’s book “Formal Ontology and Conceptual Realism.” It focuses on paradoxes of hyperintensionality that may arise in formal systems of intensional logic.
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  47.  4
    Gregory Landini (2014). On Russell’s Metaphysics of Time. In Giovanni Macchia, Francesco Orilia & Vincenzo Fano (eds.), Space and Time: A Priori and a Posteriori Studies. De Gruyter 7-42.
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  48.  13
    Gregory Landini (1996). Decomposition and Analysis in Frege'sgrundgesetze. History and Philosophy of Logic 17 (1-2):121-139.
    Frege seems to hold two incompatible theses:(i) that sentences differing in structure can yet express the same sense; and (ii) that the senses of the meaningful parts of a complex term are determinate parts of the sense of the term. Dummett offered a solution, distinguishing analysis from decomposition. The present paper offers an embellishment of Dummett?s distinction by providing a way of depicting the internal structures of complex senses?determinate structures that yield distinct decompositions. Decomposition is then shown to be adequate (...)
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  49.  15
    Gregory Landini (2014). Russellian Facts About the Slingshot. Axiomathes 24 (4):533-547.
    The so-called “Slingshot” argument purports to show that an ontology of facts is untenable. In this paper, we address a minimal slingshot restricted to an ontology of physical facts as truth-makers for empirical physical statements. Accepting that logical matters have no bearing on the physical facts that are truth-makers for empirical physical statements and that objects are themselves constituents of such facts, our minimal slingshot argument purportedly shows that any two physical statements with empirical content are made true by one (...)
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  50.  9
    Gregory Landini (2000). Quantification Theory in *9 of Principia Mathematica. History and Philosophy of Logic 21 (1):57-77.
    This paper examines the quantification theory of *9 of Principia Mathematica. The focus of the discussion is not the philosophical role that section *9 plays in Principia's full ramified type-theory. Rather, the paper assesses the system of *9 as a quantificational theory for the ordinary predicate calculus. The quantifier-free part of the system of *9 is examined and some misunderstandings of it are corrected. A flaw in the system of *9 is discovered, but it is shown that with a minor (...)
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