Results for 'Dale A. Wise'

991 found
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  1.  19
    Paired-associate learning as a function of percentage of occurrence of response members and other factors.Hardy C. Wilcoxon, Warner R. Wilson & Dale A. Wise - 1961 - Journal of Experimental Psychology 61 (4):283.
  2.  71
    A compact representation of proofs.Dale A. Miller - 1987 - Studia Logica 46 (4):347 - 370.
    A structure which generalizes formulas by including substitution terms is used to represent proofs in classical logic. These structures, called expansion trees, can be most easily understood as describing a tautologous substitution instance of a theorem. They also provide a computationally useful representation of classical proofs as first-class values. As values they are compact and can easily be manipulated and transformed. For example, we present an explicit transformations between expansion tree proofs and cut-free sequential proofs. A theorem prover which represents (...)
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  3. Avoiding pitfalls.Dale A. Whitman - 2009 - In Scott Wallace Cameron, Galen LeGrande Fletcher & Jane H. Wise (eds.), Life in the Law: Service & Integrity. J. Reuben Clark Law Society, Brigham Young University Law School.
     
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  4.  34
    Bedrock metaphysics, fossil fuel psychophysics.Dale A. Stout - 1993 - Behavioral and Brain Sciences 16 (1):160-161.
  5.  37
    Probability, likelihood and support: A metamathematical approach to a system of axioms for upper and lower degrees of belief.A. I. Dale - 1976 - Philosophical Papers 5 (2):153-161.
    (1976). PROBABILITY, LIKELIHOOD AND SUPPORT: A METAMATHEMATICAL APPROACH TO A SYSTEM OF AXIOMS FOR UPPER AND LOWER DEGREES OF BELIEF. Philosophical Papers: Vol. 5, No. 2, pp. 153-161.
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  6.  20
    Probability Logic and $\scr{F}$.A. I. Dale - 1976 - Philosophy of Science 43 (2):254-.
    In order that a degree-of-belief function be coherent it is necessary and sufficient that it satisfy the axioms of probability theory. This theorem relies heavily for its proof on the two-valued sentential calculus, which emerges as a limiting case of a continuous scale of truth-values. In this "continuum of certainty" a theorem analogous to that instanced above is proved.
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  7.  20
    On the probability of sentences.A. I. Dale - 1978 - Philosophical Papers 7 (2):69-72.
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  8.  12
    Understanding Arguments. An Introduction to Informal Logic.A. J. Dale - 1980 - Philosophical Quarterly 30 (119):158-159.
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  9.  48
    Material equivalence and tautological entailment.A. J. Dale - 1982 - Notre Dame Journal of Formal Logic 23 (4):435-442.
  10.  94
    A Defence of Material Implication.A. J. Dale - 1974 - Analysis 34 (3):91 - 95.
  11. Burdens of proof and choice of law.Dale A. Nance - 2020 - In Jordi Ferrer Beltrán & Carmen Vázquez (eds.), Evidential Legal Reasoning: Crossing Civil Law and Common Law Traditions. New York, NY: Cambridge University Press.
     
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  12. Burdens of proof and choice of law.Dale A. Nance - 2020 - In Jordi Ferrer Beltrán & Carmen Vázquez Rojas (eds.), Evidential legal reasoning: crossing civil law and common law traditions. New York, NY: Cambridge University Press.
     
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  13.  54
    On a Problem in Conditional Probability.A. I. Dale - 1974 - Philosophy of Science 41 (2):204-206.
    In an article “Countering a Counter-intuitive Probability” [4], Lynn E. Rose discusses a question in conditional probability, claiming that the following problem posed by Copi [1] is usually incorrectly solved:Remove all cards except aces and kings from a deck, so that only eight cards remain, of which four are aces and four are kings. From this abbreviated deck, deal two cards to a friend. If he looks at his cards and announces that his hand contains an ace, what is the (...)
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  14.  9
    Virtue, Character, and the Struggle against Illness. [REVIEW]Dale A. Matthews - 1990 - Hastings Center Report 20 (6):40.
    Book reviewed in this article: Patient Encounters: The Experience of Disease. By James H. Buchanan. Becoming a Good Doctor. By James F. Drane.
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  15.  20
    Bayes or Laplace? An examination of the origin and early applications of Bayes' theorem.A. I. Dale - 1982 - Archive for History of Exact Sciences 27 (1):23-47.
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  16.  5
    Nietzsche’s Free Spirit Works: A Dialectical Reading by Matthew Meyer.Dale A. Wilkerson - 2021 - Review of Metaphysics 74 (4):634-636.
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  17.  25
    Κισσβιον.A. M. Dale - 1952 - The Classical Review 2 (3-4):129-132.
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  18.  4
    A newly-discovered result of Thomas Bayes.A. I. Dale - 1986 - Archive for History of Exact Sciences 35 (2):101-113.
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  19.  9
    Philosophy, policies, and programs for early adolescent education: an annotated bibliography.Dale A. Blyth - 1981 - Westport, Conn.: Greenwood Press. Edited by Elizabeth Lueder Karnes.
  20. A completeness property of negationless intuitionist propositional logics.A. J. Dale - 1985 - Logique Et Analyse 28 (9):79.
     
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  21. The non-independence of axioms in a propositional calculus formulated in terms of axiom schemata.A. J. Dale - 1983 - Logique Et Analyse 26 (1):91.
     
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  22.  79
    The sorites paradox.Dale A. Thorpe - 1984 - Synthese 61 (3):391 - 421.
    A solution to the sorites paradox is obtained by distinguishing three formats of the sorites argument and appraising them in the light of four fundamental considerations: (i) the appropriate notion of truth for the application of vague predicates to their borderline cases, (ii) a certain construal of borderline cases, (iii) a certain freedom of use of vague terms not enjoyed by non-Vague terms and (iv) the revocation of that freedom by deductive contexts.
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  23.  41
    Constructivity--a defence and an attack.A. J. Dale - 1974 - Mind 83 (330):263-268.
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  24. Weight of evidence.Dale A. Nance - 2021 - In Christian Dahlman, Alex Stein & Giovanni Tuzet (eds.), Philosophical Foundations of Evidence Law. New York, NY: Oxford University Press.
     
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  25. autà tà isa, Phaedo 74 C1: A Philological Perspective.A. Teffeteller Dale - 1987 - American Journal of Philology 108 (2):384-399.
     
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  26.  91
    The weights of evidence.Dale A. Nance - 2008 - Episteme 5 (3):pp. 267-281.
    Interest in the Keynesian concept of evidential weight has led to divergent views concerning the burden of proof in adjudication. It is argued that Keynes's concept is properly engaged only in the context of one special kind of decision, the decision whether or not the evidence is ripe for a decision on the underlying merits, whether the latter decision is based on probability, relative plausibility, coherence or otherwise. As a general matter, this question of ripeness is appropriately assigned to the (...)
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  27.  20
    Anti-Realism and Logic. [REVIEW]A. J. Dale - 1989 - British Journal for the Philosophy of Science 40 (2):213-217.
  28.  19
    The Reality of Numbers: A Physicalist's Philosophy of Mathematics.A. J. Dale - 1990 - Philosophical Books 31 (1):61-62.
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  29.  84
    If A and B Then A.A. J. Dale - 1986 - Analysis 46 (2):81 - 83.
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  30. Speech and Law in a Free Society: Franklyn Haiman and the “Boisterous Sea of Liberty”.Dale A. Herbeck - unknown - Argument: Biannual Philosophical Journal 11 (2).
     
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  31.  42
    Critical Legal Studies and argumentation theory.Dale A. Herbeck - 1995 - Argumentation 9 (5):719-729.
    Critical Legal Studies poses a direct and expressed challenge to the basic tenets of American legal education and scholarship. Critical Legal Studies postulates that law is not a scientific exercise involving the application of objective principles, but rather a creative process involving the selection of conflicting rules which has the effect of reinforcing the existing political order. In an effort to explain the contribution of Critical Legal Studies to argumentation theory, this essay briefly discusses the role of legal reasoning in (...)
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  32.  17
    Stichos and Stanza.A. M. Dale - 1963 - Classical Quarterly 13 (01):46-.
    In classical Greek poetry there is a familiar distinction between verse which repeats line upon line, and that which forms patterns liable to closure at intervals, in stanzas or lyric sections. This is often equated with the distinction between spoken and sung verse, but the equation is only approximate. At an earlier stage all verse had some musical accompaniment—so much can be deduced from a number of passages in Homer, and is in any case implicit in the nature of quantitative (...)
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  33.  24
    The Metrical Units of Greek Lyric Verse. I.A. M. Dale - 1950 - Classical Quarterly 44 (3-4):138-.
    What kind of Theory of Music and Theory of Metric was taught to the young Pindar or the young Sophocles? So far are we from an answer to this question that we do not even know how far extra study was necessary, or usual, for the professional poet as compared with the ordinary educated Greek citizen. The interdependence of music and metric in lyric poetry gave complexity to the word-rhythms but kept the study of music, the subordinate partner, theoretically simple. (...)
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  34.  7
    Stephen Read, Thinking about Logic: an Introduction to the Philosophy of Logic. [REVIEW]A. J. Dale - 1997 - Philosophical Quarterly 47 (189):529-531.
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  35. Probability logic and F.A. I. Dale - 1976 - Philosophy of Science 43 (2):254 - 265.
    In order that a degree-of-belief function be coherent it is necessary and sufficient that it satisfy the axioms of probability theory. This theorem relies heavily for its proof on the two-valued sentential calculus, which emerges as a limiting case of a continuous scale of truth-values. In this "continuum of certainty" a theorem analogous to that instanced above is proved.
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  36.  5
    Nietzsche's Great Politics. [REVIEW]Dale A. Wilkerson - 2017 - Review of Metaphysics 71 (3).
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  37.  6
    Euripides, Helen.A. G. McKay & A. M. Dale - 1969 - American Journal of Philology 90 (2):245.
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  38.  46
    Inus conditions.A. J. Dale - 1984 - Analysis 44 (4):186-188.
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  39.  53
    Metrical Observations on Aesch. Pers. 922–1001.A. M. Dale - 1937 - Classical Quarterly 31 (2):106-110.
    Text, interpretation and metre present a tangled problem in this threnody, and the solutions of editors differ widely. The chief function of detailed metrical study in such corrupt passages of lyric is to weight the scales in favour of—or more often against—certain methods of handling the text. The positive results of this present attempt to apply metrical criteria are necessarily modest and tentative; negatively they are, I think, sometimes decisive.
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  40.  45
    Probability, vague statements and fuzzy sets.A. I. Dale - 1980 - Philosophy of Science 47 (1):38-55.
    The relationship between vague statements and fuzzy sets is examined. It is shown that the probability of vague statements may be defined in a manner analogous to that discussed in Reichenbach's logic of weight.
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  41.  9
    The Metrical Units Of Greek Lyric Verse. II.A. M. Dale - 1951 - Classical Quarterly 1 (1-2):20-.
    Dactylo-Epitrite has established itself in a privileged position among choral lyric metres, since the greater volume of material and the greater regularity of its component units have encouraged a more careful study, and closely reasoned controversies have arisen and been resolved over its structure. Other kinds of Pindaric metre have for the most part been analysed in a hit-or-miss spirit, and arbitrary schemes have been produced of which rarely are two alike for the same poem, yet little attempt has been (...)
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  42.  24
    The Metrical Units of Greek Lyric Verse. III.A. M. Dale - 1951 - Classical Quarterly 1 (3-4):119-.
    I Am not proposing in this essay to treat at length and in detail of the metric of other lyric poets. In most cases questions of metre are intimately involved with questions of text, into which so many other considerations enter that in dealing with them proportion would be lost, while metrical analysis of such material would still remain largely speculative. What follows is therefore little more than a general account of the principles of composition which these poets appear to (...)
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  43. Thing Statements and Appearance Statements.A. J. Dale - 1986 - Analysis 46 (1):26 - 28.
  44. Hare on supervenience: Remarks on R.m. Hare's Supervenience.A. J. Dale - 1985 - Mind 94 (October):599-600.
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  45. Ilham Dilman, Quine on Ontology, Necessity and Experience Reviewed by.A. J. Dale - 1986 - Philosophy in Review 6 (8):373-375.
     
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  46.  22
    Logical equivalents and logical form.A. J. Dale - 1982 - Analysis 42 (4):190-194.
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  47.  45
    Sophocles - F. J. H. Letters: The Life and Work of Sophocles. Pp. ix +310. London: Sheed & Ward, 1953. Cloth, 18 s. net.A. M. Dale - 1955 - The Classical Review 5 (01):39-40.
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  48.  39
    Personal probabilities of probabilities in the case of sampling without replacement.A. I. Dale - 1980 - Theory and Decision 12 (1):75-77.
  49. Joseph Agassi, The Gentle Art of Philosophical Polemics Reviewed by.A. J. Dale - 1990 - Philosophy in Review 10 (3):89-91.
     
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  50.  9
    Stichos and Stanza.A. M. Dale - 1919 - Classical Quarterly 13 (1):46-50.
    In classical Greek poetry there is a familiar distinction between verse which repeats line upon line, and that which forms patterns liable to closure at intervals, in stanzas or lyric sections. This is often equated with the distinction between spoken and sung verse, but the equation is only approximate. At an earlier stage all verse had some musical accompaniment—so much can be deduced from a number of passages in Homer, and is in any case implicit in the nature of quantitative (...)
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