Results for 'Alexander S. Duff'

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  1. Heidegger and Politics: The Ontology of Radical Discontent.Alexander S. Duff - 2015 - Cambridge University Press.
    In this fresh interpretation of Heidegger, Alexander S. Duff explains Heidegger's perplexing and highly varied political influence. Heidegger and Politics argues that Heidegger's political import is forecast by fundamental ambiguities about the status of politics in his thought. Duff explores how, in Being and Time as well as earlier and later works, Heidegger analyzes 'everyday' human existence as both irretrievably banal but also supplying our only tenuous path to the deepest questions about human life. Heidegger thus points (...)
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  2.  34
    Stanley Rosen’s Critique of Leo Strauss.Alexander S. Duff - 2010 - Review of Metaphysics 63 (3):615-642.
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  3.  20
    Spinoza's Political and Ethical Philosophy.Robert Alexander Duff - 1903 - New York: A. M. Kelley.
  4.  5
    Pragmatism Today VOLUME 7, ISSUE 1, SUMMER 2016.Alexander Kremer - 2016 - Pragmatism Today.
    TABLE OF CONTENTS Introduction: Pragmatist Perspectives on Science and Technology and Contemporary Dewey Studies Philipp Dorstewitz & Alexander Kremer... 5 I. Pragmatist Perspectives on Science and Technology Useful for What? Dewey's Call to Humanize Techno-Industrial Civilization Steven Fesmire... 11 Will Brain Science Understand and Modify Morality? A Neuropragmatic and Neuro-Ecological Approach to Neuroethics John R. Shook & James Giordano... 20 Undermining Dopamine Democracy through Education: Synthetic Situations, Social Media, and Incentive Salience Mark Tschaepe... 32 We Deweyan Creatures Tibor Solymosi... (...)
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  5. Samuel Alexander’s Emergentism: Or, Higher Causation for Physicalists.Carl Gillett - 2006 - Synthese 153 (2):261-296.
    Samuel Alexander was one of the foremost philosophical figures of his day and has been argued by John Passmore to be one of ‘fathers’ of Australian philosophy as well as a novel kind of physicalist. Yet Alexander is now relatively neglected, his role in the genesis of Australian philosophy if far from widely accepted and the standard interpretation takes him to be an anti-physicalist. In this paper, I carefully examine these issues and show that Alexander has been (...)
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  6.  57
    Space, Time and Deity.S. Alexander - 1920 - Macmillan.
  7.  8
    Jaśkowski's Criterion and Three-Valued Paraconsistent Logics.Alexander S. Karpenko - 1999 - Logic and Logical Philosophy 7:81.
    A survey is given of three-valued paraconsistent propositionallogics connected with Jaśkowski’s criterion for constructing paraconsistentlogics. Several problems are raised and four new matrix three-valued paraconsistent logics are suggested.
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  8. Samuel Alexander's Theory of Categories.A. R. J. Fisher - 2015 - The Monist 98 (3):246-67.
    Samuel Alexander was one of the first realists of the twentieth century to defend a theory of categories. He thought that the categories are genuinely real and grounded in the intrinsic nature of Space-Time. I present his reduction of the categories in terms of Space-Time, articulate his account of categorial structure and completeness, and offer an interpretation of what he thought the nature of the categories really were. I then argue that his theory of categories has some advantages over (...)
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  9. Samuel Alexander's Early Reactions to British Idealism.A. R. J. Fisher - 2017 - Collingwood and British Idealism Studies 23 (2):169-196.
    Samuel Alexander was a central figure of the new wave of realism that swept across the English-speaking world in the early twentieth century. His Space, Time, and Deity (1920a, 1920b) was taken to be the official statement of realism as a metaphysical system. But many historians of philosophy are quick to point out the idealist streak in Alexander’s thought. After all, as a student he was trained at Oxford in the late 1870s and early 1880s as British Idealism (...)
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  10.  11
    The Influence of Schleiermacher’s Second Speech on Religion on Heidegger’s Concept of Ereignis.Alexander S. Jensen - 2008 - Review of Metaphysics 61 (4):815-826.
  11. An Oblique Epistemic Defence of Conceptual Analysis.Alexander S. Harper - 2012 - Metaphilosophy 43 (3):235-256.
    This article argues, against contemporary experimentalist criticism, that conceptual analysis has epistemic value, with a structure that encourages the development of interesting hypotheses which are of the right form to be valuable in diverse areas of philosophy. The article shows, by analysis of the Gettier programme, that conceptual analysis shares the proofs and refutations form Lakatos identified in mathematics. Upon discovery of a counterexample, this structure aids the search for a replacement hypothesis. The search is guided by heuristics. The heuristics (...)
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  12.  20
    The State is Not Abolished, It Withers Away: How Quantum Field Theory Became a Theory of Scattering.Alexander S. Blum - 2017 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 60:46-80.
  13.  68
    Hegel's Conception of Nature.S. Alexander - 1886 - Mind 11 (44):495-523.
  14.  22
    From Dressed Electrons to Quasiparticles: The Emergence of Emergent Entities in Quantum Field Theory.Alexander S. Blum & Christian Joas - 2016 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 53:1-8.
  15. The Axiom of Determinancy Implies Dependent Choices in L(R).Alexander S. Kechris - 1984 - Journal of Symbolic Logic 49 (1):161 - 173.
    We prove the following Main Theorem: $ZF + AD + V = L(R) \Rightarrow DC$ . As a corollary we have that $\operatorname{Con}(ZF + AD) \Rightarrow \operatorname{Con}(ZF + AD + DC)$ . Combined with the result of Woodin that $\operatorname{Con}(ZF + AD) \Rightarrow \operatorname{Con}(ZF + AD + \neg AC^\omega)$ it follows that DC (as well as AC ω ) is independent relative to ZF + AD. It is finally shown (jointly with H. Woodin) that ZF + AD + ¬ DC (...)
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  16. Alexander's Dicta and Merricks' Dictum.Hud Hudson - 2003 - Topoi 22 (2):173-182.
  17. Alexander's Dictum and the Reality of Familiar Objects.Crawford L. Elder - 2003 - Topoi 22 (2):163-171.
  18.  13
    QED and the Man Who Didn׳T Make It: Sidney Dancoff and the Infrared Divergence.Alexander S. Blum - 2015 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 50:70-94.
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  19.  40
    New Directions in Descriptive Set Theory.Alexander S. Kechris - 1999 - Bulletin of Symbolic Logic 5 (2):161-174.
  20.  47
    Amenable Equivalence Relations and Turing Degrees.Alexander S. Kechris - 1991 - Journal of Symbolic Logic 56 (1):182-194.
  21.  36
    Alexander's Macedonian Cavalry.P. A. Brunt - 1963 - Journal of Hellenic Studies 83:27-46.
  22.  14
    Alexander's Ὑπομνήματα and the ‘World-Kingdom’.W. W. Tarn - 1921 - Journal of Hellenic Studies 41 (1):1-17.
  23.  70
    The Classification of Propositional Calculi.Alexander S. Karpenko - 2000 - Studia Logica 66 (2):253-271.
    We discuss Smirnovs problem of finding a common background for classifying implicational logics. We formulate and solve the problem of extending, in an appropriate way, an implicational fragment H of the intuitionistic propositional logic to an implicational fragment TV of the classical propositional logic. As a result we obtain logical constructions having the form of Boolean lattices whose elements are implicational logics. In this way, whole classes of new logics can be obtained. We also consider the transition from implicational logics (...)
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  24.  47
    Characterization of Prime Numbers in Łukasiewicz's Logical Matrix.Alexander S. Karpenko - 1989 - Studia Logica 48 (4):465 - 478.
    In this paper we define n+1-valued matrix logic Kn+1 whose class of tautologies is non-empty iff n is a prime number. This result amounts to a new definition of a prime number. We prove that if n is prime, then the functional properties of Kn+1 are the same as those of ukasiewicz's n +1-valued matrix logic n+1. In an indirect way, the proof we provide reflects the complexity of the distribution of prime numbers in the natural series. Further, we introduce (...)
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  25.  81
    Locke's Lantern.S. Alexander - 1929 - Mind 38 (150):271.
  26.  17
    Alexander's Macedonian Cavalry and Diodorus Xvii 17.4.R. D. Milns - 1966 - Journal of Hellenic Studies 86:167-168.
  27. On "Alexander's" Dictum.James Cargile - 2003 - Topoi 22 (2):143-149.
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  28. Π11 Borel Sets.Alexander S. Kechris, David Marker & Ramez L. Sami - 1989 - Journal of Symbolic Logic 54 (3):915 - 920.
  29. Prof. Alexander's Gifford Lectures(I.).C. D. Broad - 1921 - Mind 30 (117):129-150.
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  30.  14
    Speech From Tree and Rock: Recovery of a Bronze Age Metaphor.Alexander S. W. Forte - 2015 - American Journal of Philology 136 (1):1-35.
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  31.  27
    Alexander's Antisociology.Charles Camic - 1996 - Sociological Theory 14 (2):172-186.
  32.  18
    Prof. Alexander's Gifford Lectures (II.).C. D. Broad - 1921 - Mind 30 (118):129-150.
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  33.  19
    Modular Transporters for Subcellular Cell‐Specific Targeting of Anti‐Tumor Drugs.Alexander S. Sobolev - 2008 - Bioessays 30 (3):278-287.
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  34.  64
    A Maximal Lattice of Implicational Logics'.Alexander S. Karpenko - 1992 - Bulletin of the Section of Logic 27:29-32.
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  35.  13
    Crown Under Law: Richard Hooker, John Locke, and the Ascent of Modern Constitutionalism.Alexander S. Rosenthal - 2008 - Lexington Books.
    Crown under Law is an investigation of the constitutional idea through an exploration of the political thought of Richard Hooker and John Locke. It should appeal to academics within a number of disciplines including history of ideas, political philosophy, philosophy of law, and theology.
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  36.  40
    Alexander's Metaphysic of Space-Time (I).Arthur E. Murphy - 1927 - The Monist 37 (3):357-383.
  37.  41
    The Prospects for Mathematical Logic in the Twenty-First Century.Samuel R. Buss, Alexander S. Kechris, Anand Pillay & Richard A. Shore - 2001 - Bulletin of Symbolic Logic 7 (2):169-196.
    The four authors present their speculations about the future developments of mathematical logic in the twenty-first century. The areas of recursion theory, proof theory and logic for computer science, model theory, and set theory are discussed independently.
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  38.  24
    On Projective Ordinals.Alexander S. Kechris - 1974 - Journal of Symbolic Logic 39 (2):269-282.
  39.  9
    Borel Equivalence Relations and Classifications of Countable Models.Greg Hjorth & Alexander S. Kechris - 1996 - Annals of Pure and Applied Logic 82 (3):221-272.
    Using the theory of Borel equivalence relations we analyze the isomorphism relation on the countable models of a theory and develop a framework for measuring the complexity of possible complete invariants for isomorphism.
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  40.  17
    Some Explanations.S. Alexander - 1921 - Mind 30 (120):409-428.
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  41.  4
    Alexander's Hellenism And.Textualism Plutarch’S. - 2002 - Classical Quarterly 52:174-192.
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  42.  8
    Alexander's Metaphysic of Space-Time.Arthur E. Murphy - 1927 - The Monist 37 (3):357-383.
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  43.  28
    Prof. Alexander's Gifford Lectures.C. D. Broad - 1921 - Mind 30 (117):25-39.
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  44.  17
    Alexander's Campaign in Illyria.Nicholas Geoffrey Lemprière Hammond - 1974 - Journal of Hellenic Studies 94:66-87.
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  45.  16
    Alexander's Generalship at Gaugamela.G. T. Griffith - 1947 - Journal of Hellenic Studies 67:77-89.
  46.  42
    Amenable Versus Hyperfinite Borel Equivalence Relations.Alexander S. Kechris - 1993 - Journal of Symbolic Logic 58 (3):894-907.
    LetXbe a standard Borel space, and letEbe acountableBorel equivalence relation onX, i.e., a Borel equivalence relationEfor which every equivalence class [x]Eis countable. By a result of Feldman-Moore [FM],Eis induced by the orbits of a Borel action of a countable groupGonX.The structure of general countable Borel equivalence relations is very little understood. However, a lot is known for the particularly important subclass consisting of hyperfinite relations. A countable Borel equivalence relation is calledhyperfiniteif it is induced by a Borel ℤ-action, i.e., by (...)
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  47.  21
    New Dichotomies for Borel Equivalence Relations.Greg Hjorth & Alexander S. Kechris - 1997 - Bulletin of Symbolic Logic 3 (3):329-346.
  48.  8
    Borel Equivalence Relations Induced by Actions of the Symmetric Group.Greg Hjorth, Alexander S. Kechris & Alain Louveau - 1998 - Annals of Pure and Applied Logic 92 (1):63-112.
    We consider Borel equivalence relations E induced by actions of the infinite symmetric group, or equivalently the isomorphism relation on classes of countable models of bounded Scott rank. We relate the descriptive complexity of the equivalence relation to the nature of its complete invariants. A typical theorem is that E is potentially Π03 iff the invariants are countable sets of reals, it is potentially Π04 iff the invariants are countable sets of countable sets of reals, and so on. The proofs (...)
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  49.  27
    Analytic Equivalence Relations and Ulm-Type Classifications.Greg Hjorth & Alexander S. Kechris - 1995 - Journal of Symbolic Logic 60 (4):1273-1300.
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  50.  26
    Sheffer's Stroke for Prime Numbers.Alexander S. Karpenko - 1994 - Bulletin of the Section of Logic 23 (3).
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