Results for 'S. Barry Cooper'

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  1.  39
    On Lachlan’s Major Sub-Degree Problem.S. Barry Cooper & Angsheng Li - 2008 - Archive for Mathematical Logic 47 (4):341-434.
    The Major Sub-degree Problem of A. H. Lachlan (first posed in 1967) has become a long-standing open question concerning the structure of the computably enumerable (c.e.) degrees. Its solution has important implications for Turing definability and for the ongoing programme of fully characterising the theory of the c.e. Turing degrees. A c.e. degree a is a major subdegree of a c.e. degree b > a if for any c.e. degree x, ${{\bf 0' = b \lor x}}$ if and only if (...)
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  2.  10
    Automorphisms of Η -Like Computable Linear Orderings and Kierstead's Conjecture.Charles M. Harris, Kyung Il Lee & S. Barry Cooper - 2016 - Mathematical Logic Quarterly 62 (6):481-506.
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  3. On the Form of the American Mind (Cw1).Eric Voegelin, Jurgen Gebhardt, Barry Cooper & Ruth Hein (eds.) - 1995 - University of Missouri.
    In 1924, not quite two years after receiving his doctorate from the University of Vienna, Eric Voegelin was named a Laura Spelman Rockefeller Memorial Fellow and thus given the opportunity to pursue postdoctoral studies in the United States. For the next twenty-four months, Voegelin worked with some of the most creative scholars in America and at several of the country's great universities, an experience that undoubtedly influenced his scholarly and personal perspectives throughout his life. A more immediate result was the (...)
     
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  4. Voegelin Recollected: Conversations on a Life.Barry Cooper & Jodi Bruhn (eds.) - 2007 - University of Missouri.
    Although his contributions to philosophy are revered and his writings have been collected, Eric Voegelin’s persona will inevitably fade with the memories of those who knew him. This book preserves the human element of Voegelin by capturing those valuable personal recollections. Barry Cooper and Jodi Bruhn conducted intensive interviews with Voegelin’s wife, his closest friends, and his first-generation students—many of whom have since passed on—in order to bring to print everything important about his life and personality. American scholars (...)
     
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  5. On the Form of the American Mind.Jurgen Gebhardt & Barry Cooper (eds.) - 1995 - University of Missouri.
    In 1924, not quite two years after receiving his doctorate from the University of Vienna, Eric Voegelin was named a Laura Spelman Rockefeller Memorial Fellow and thus given the opportunity to pursue postdoctoral studies in the United States. For the next twenty-four months, Voegelin worked with some of the most creative scholars in America and at several of the country's great universities, an experience that undoubtedly influenced his scholarly and personal perspectives throughout his life. A more immediate result was the (...)
     
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  6. Finding Our Way Through Phenotypes.Andrew R. Deans, Suzanna E. Lewis, Eva Huala, Salvatore S. Anzaldo, Michael Ashburner, James P. Balhoff, David C. Blackburn, Judith A. Blake, J. Gordon Burleigh, Bruno Chanet, Laurel D. Cooper, Mélanie Courtot, Sándor Csösz, Hong Cui, Barry Smith & Others - 2015 - PLoS Biol 13 (1):e1002033.
    Despite a large and multifaceted effort to understand the vast landscape of phenotypic data, their current form inhibits productive data analysis. The lack of a community-wide, consensus-based, human- and machine-interpretable language for describing phenotypes and their genomic and environmental contexts is perhaps the most pressing scientific bottleneck to integration across many key fields in biology, including genomics, systems biology, development, medicine, evolution, ecology, and systematics. Here we survey the current phenomics landscape, including data resources and handling, and the progress that (...)
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  7.  20
    Computability Theory.S. Barry Cooper - 2004 - Chapman & Hall.
  8.  3
    Computability Theory.S. Barry Cooper - 2007 - Studia Logica 86 (1):145-146.
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  9. On Minimal Pairs of Enumeration Degrees.Kevin McEvoy & S. Barry Cooper - 1985 - Journal of Symbolic Logic 50 (4):983-1001.
  10.  28
    How Enumeration Reducibility Yields Extended Harrington Non-Splitting.Mariya I. Soskova & S. Barry Cooper - 2008 - Journal of Symbolic Logic 73 (2):634 - 655.
  11.  6
    Cupping and Noncupping in the Enumeration Degrees of ∑20 Sets.S. Barry Cooper, Andrea Sorbi & Xiaoding Yi - 1996 - Annals of Pure and Applied Logic 82 (3):317-342.
    We prove the following three theorems on the enumeration degrees of ∑20 sets. Theorem A: There exists a nonzero noncuppable ∑20 enumeration degree. Theorem B: Every nonzero Δ20enumeration degree is cuppable to 0′e by an incomplete total enumeration degree. Theorem C: There exists a nonzero low Δ20 enumeration degree with the anticupping property.
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  12.  17
    Enumeration Reducibility Using Bounded Information: Counting Minimal Covers.S. Barry Cooper - 1987 - Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 33 (6):537-560.
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  13.  5
    Enumeration Reducibility Using Bounded Information: Counting Minimal Covers.S. Barry Cooper - 1987 - Mathematical Logic Quarterly 33 (6):537-560.
  14.  22
    The Density of the Low2 N-R.E. Degrees.S. Barry Cooper - 1991 - Archive for Mathematical Logic 31 (1):19-24.
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  15.  72
    Splitting and Nonsplitting II: A Low {\Sb 2$} C.E. Degree About Which ${\Bf 0}'$ is Not Splittable.S. Barry Cooper & Angsheng Li - 2002 - Journal of Symbolic Logic 67 (4):1391-1430.
    It is shown that there exists a low2 Harrington non-splitting base-that is, a low2 computably enumerable (c.e.) degree a such that for any c.e. degrees x, y, if $0' = x \vee y$ , then either $0' = x \vee a$ or $0' = y \vee a$ . Contrary to prior expectations, the standard Harrington non-splitting construction is incompatible with the $low_{2}-ness$ requirements to be satisfied, and the proof given involves new techniques with potentially wider application.
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  16.  9
    First Steps Into Metapredicativity in Explicit Mathematics.Thomas Strahm, S. Barry Cooper & John K. Truss - 2002 - Bulletin of Symbolic Logic 8 (4):535-536.
  17.  17
    On the Distribution of Lachlan Nonsplitting Bases.S. Barry Cooper, Angsheng Li & Xiaoding Yi - 2002 - Archive for Mathematical Logic 41 (5):455-482.
    We say that a computably enumerable (c.e.) degree b is a Lachlan nonsplitting base (LNB), if there is a computably enumerable degree a such that a > b, and for any c.e. degrees w,v ≤ a, if a ≤ w or; v or; b then either a ≤ w or; b or a ≤ v or; b. In this paper we investigate the relationship between bounding and nonbounding of Lachlan nonsplitting bases and the high /low hierarchy. We prove that there (...)
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  18.  7
    On a Conjecture of Kleene and Post.S. Barry Cooper - 2001 - Mathematical Logic Quarterly 47 (1):3-34.
    A proof is given that 0′ is definable in the structure of the degrees of unsolvability. This answers a long-standing question of Kleene and Post, and has a number of corollaries including the definability of the jump operator.
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  19.  28
    Bounding and Nonbounding Minimal Pairs in the Enumeration Degrees.S. Barry Cooper, Angsheng Li, Andrea Sorbi & Yue Yang - 2005 - Journal of Symbolic Logic 70 (3):741 - 766.
    We show that every nonzero $\Delta _{2}^{0}$ e-degree bounds a minimal pair. On the other hand, there exist $\Sigma _{2}^{0}$ e-degrees which bound no minimal pair.
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  20.  12
    Noncappable Enumeration Degrees Below 0'e. [REVIEW]S. Barry Cooper & Andrea Sorbi - 1996 - Journal of Symbolic Logic 61 (4):1347 - 1363.
    We prove that there exists a noncappable enumeration degree strictly below 0' e.
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  21.  31
    There is No Low Maximal D.C.E. Degree.Marat Arslanov, S. Barry Cooper & Angsheng Li - 2000 - Mathematical Logic Quarterly 46 (3):409-416.
    We show that for any computably enumerable set A and any equation image set L, if L is low and equation image, then there is a c.e. splitting equation image such that equation image. In Particular, if L is low and n-c.e., then equation image is n-c.e. and hence there is no low maximal n-c.e. degree.
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  22.  5
    Complementing Below Recursively Enumerable Degrees.S. Barry Cooper & Richard L. Epstein - 1987 - Annals of Pure and Applied Logic 34 (1):15-32.
  23.  4
    Cupping and Noncupping in the Enumeration Degrees of∑< Sub> 2< Sup> 0 Sets.S. Barry Cooper, Andrea Sorbi & Xiaoding Yi - 1996 - Annals of Pure and Applied Logic 82 (3):317-342.
  24.  11
    The Discontinuity of Splitting in the Recursively Enumerable Degrees.S. Barry Cooper & Xiaoding Yi - 1995 - Archive for Mathematical Logic 34 (4):247-256.
    In this paper we examine a class of pairs of recursively enumerable degrees, which is related to the Slaman-Soare Phenomenon.
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  25.  8
    What Makes A Computation Unconventional?S. Barry Cooper - 2013 - In Gordana Dodig-Crnkovic Raffaela Giovagnoli (ed.), Computing Nature. pp. 255--269.
  26.  5
    Bounding and Nonbounding Minimal Pairs in the Enumeration Degrees.S. Barry Cooper, Angsheng Li, Andrea Sorbi & Yue Yang - 2005 - Journal of Symbolic Logic 70 (3):741-766.
    We show that every nonzero Δ⁰₂ e-degree bounds a minimal pair. On the other hand, there exist Σ⁰₂ e-degrees which bound no minimal pair.
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  27.  9
    Turing Centenary Conference: How the World Computes.S. Barry Cooper, Anuj Dawar, Martin Hyland & Benedikt Löwe - 2014 - Annals of Pure and Applied Logic 165 (9):1353-1354.
  28.  7
    There is No Low Maximal D. C. E. Degree– Corrigendum.Marat Arslanov, S. Barry Cooper & Angsheng Li - 2004 - Mathematical Logic Quarterly 50 (6):628-636.
    We give a corrected proof of an extension of the Robinson Splitting Theorem for the d. c. e. degrees.
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  29.  6
    Preface.S. Barry Cooper, Herman Geuvers, Anand Pillay & Jouko Väänänen - 2008 - Annals of Pure and Applied Logic 156 (1):1-2.
  30.  1
    Preface.Samuel R. Buss, S. Barry Cooper, Benedikt Löwe & Andrea Sorbi - 2009 - Annals of Pure and Applied Logic 160 (3):229-230.
  31. How the World Computes.S. Barry Cooper (ed.) - 2012
  32. Sets and Proofs.S. Barry Cooper & John K. Truss - 2001 - Studia Logica 69 (3):446-448.
  33.  11
    The Historian's Craft.Barry Cooper - 1994 - History of European Ideas 18 (3):453-455.
    *Introduction by Joseph R. Strayer\n(ix-x) Not that Bloch was the greatest French historian of his generation, though he would certainly rank high in any list. Not even that he was the most widely read—others excelled in that art of combining exact knowledge with readability which has distinguished French scholarship for many years. Others have talked about the narrowness of purely political history, the evils of excessive specialization, and the unreality of the conventional periodization of history—without ever leaving their own limited (...)
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  34.  2
    Eric Voegelin's Analysis of the Deformation of Consciousness in Voltaire.Barry Cooper - 1996 - Lumen: Selected Proceedings From the Canadian Society for Eighteenth-Century Studies 15:37.
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  35. The Unity of William James's Thought.Wesley Cooper - 2002 - Vanderbilt University Press.
    Wesley Cooper opposes the traditional view of William Jamesís philosophy which dismissed it as fragmented or merely popular, arguing instead that there is a systematic philosophy to be found in James's writings. His doctrine of pure experience is the binding thread that links his earlier psychological theorizing to his later epistemological, religious, and pragmatic concerns.
     
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  36.  6
    Responses to James Tully’s “Deparochializing Political Theory and Beyond”.Garrick Cooper, Charles W. Mills, Sudipta Kaviraj & Sor-Hoon Tan - 2017 - Journal of World Philosophies 2 (1).
    In their responses to James Tully’s article “Deparochializing Political Theory and Beyond,” Garrick Cooper, Charles W. Mills, Sudipta Kaviraj and Sor-hoon Tan engage with different aspects of Tully’s “genuine dialogue.” While they seem to concur with Tully on the urgency of deparochializing political theory, their responses bring to light salient issues which would have to be thought through in taking this project forward.
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  37.  35
    Authenticity and Learning: Nietzsche's Educational Philosophy.David Cooper - 1983 - Routledge.
    David E. Cooper elucidates Nietzsche's educational views in detail, in a form that will be of value to educationalists as well as philosophers. In this title, first published in 1983, he shows how these views relate to the rest of Nietzsche's work, and to modern European and Anglo-Saxon philosophical concerns. For Nietzsche, the purpose of true education was to produce creative individuals who take responsibility for their lives, beliefs and values. His ideal was human authenticity. David E. Cooper (...)
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  38.  30
    St Lawrence's Staff: Then and Now.Mabel Cooper, Gloria Ferris & Jane Abraham - 2013 - Ethics and Social Welfare 7 (3):272-276.
    Mabel Cooper and Gloria Ferris lived in St Lawrence's Hospital one of the large learning disability institutions which were built round the edges of London. In this paper, Mabel and Gloria share their memories of three nurses at St Lawrence's, supported by Jane Abraham and in this process reveal a number of ethical issues that remain relevant today.
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  39. Education, Values, and Mind: Essays for R.S. Peters.R. S. Peters & David E. Cooper (eds.) - 1986 - Routledge and Kegan Paul.
    David E. Cooper Early in, while I was teaching in the United States, I received news of my appointment as a lecturer in the philosophy of education at the ...
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  40.  1
    Extending and Interpreting Post’s Programme.S. Cooper - 2010 - Annals of Pure and Applied Logic 161 (6):775-788.
    Computability theory concerns information with a causal–typically algorithmic–structure. As such, it provides a schematic analysis of many naturally occurring situations. Emil Post was the first to focus on the close relationship between information, coded as real numbers, and its algorithmic infrastructure. Having characterised the close connection between the quantifier type of a real and the Turing jump operation, he looked for more subtle ways in which information entails a particular causal context. Specifically, he wanted to find simple relations on reals (...)
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  41. The Analyst's Experience of the Depressive Position: The Melancholic Errand of Psychoanalysis.Steven H. Cooper - 2016 - Routledge.
    In _The Analyst’s Experience of the Depressive Position: The Melancholic Errand of Psychoanalysis_, Steven Cooper explores a subject matter previously applied more exclusively to patients, but rarely to psychoanalysts. Cooper probes the analyst’s experience of the depressive position in the analytic situation. These experiences include the pleasures and warmth of helping patients to bear what appears unbearable as well as the poignant experiences of, limitation, incompleteness, repetition and disappointment as a vital part of clinical work. He describes a (...)
     
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  42.  11
    Motor Theory of Speech Perception: A Reply to Lane's Critical Review.Michael Studdert-Kennedy, Alvin M. Liberman, Katherine S. Harris & Franklin S. Cooper - 1970 - Psychological Review 77 (3):234-249.
  43.  20
    On the Relation Between Marr's Levels: A Response to Blokpoel.Richard P. Cooper & David Peebles - 2017 - Topics in Cognitive Science 9 (2).
    Blokpoel reminds us of the importance of consistency of function across Marr's levels, but we argue that the approach to ensuring consistency that he advocates—a strict relation through exact implementation of the higher level function at the lower level—is unnecessarily restrictive. We show that it forces overcomplication of the computational level and results in the sacrifice of the distinct responsibilities associated with each level. We propose an alternative, no less rigorous, potential characterization of the relation between levels.
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  44.  38
    The Logico-Linguistic Evidence Underlying Montague's Language Descriptions.William S. Cooper - 1978 - Synthese 38 (1):39 - 71.
  45.  41
    The Evolution of Reason: Logic as a Branch of Biology.William S. Cooper - 2001 - Cambridge University Press.
    The formal systems of logic have ordinarily been regarded as independent of biology, but recent developments in evolutionary theory suggest that biology and logic may be intimately interrelated. In this book, William Cooper outlines a theory of rationality in which logical law emerges as an intrinsic aspect of evolutionary biology. This biological perspective on logic, though at present unorthodox, could change traditional ideas about the reasoning process. Cooper examines the connections between logic and evolutionary biology and illustrates how (...)
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  46.  7
    On the Relation Between Marr's Levels: A Response to Blokpoel.Richard P. Cooper & David Peebles - 2018 - Topics in Cognitive Science 10 (3):649-653.
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  47.  18
    Itay Neeman. Games of Countable Length. Sets and Proofs , Edited by S. Barry Cooper and John K. Truss, London Mathematical Society Lecture Note Series, Vol. 258. Cambridge University Press, Cambridge, 1999, Pp. 159-196. - Itay Neeman. Unraveling Π11sets. Annals of Pure and Applied Logic, Vol. 106, No. 1–3 , Pp. 151-205. - Itay Neeman. Unraveling Π11sets, Revisited. Israel Journal of Mathematics, to Appear. [REVIEW]Paul B. Larson - 2005 - Bulletin of Symbolic Logic 11 (4):542-544.
  48.  27
    Sets and Proofs, Invited Papers From Logic Colloquium '97—European Meeting of the Association for Symbolic Logic, Leeds, July 1997. Thomas Strahm. First Steps Into Metapredicativity in Explicit Mathematics. Sets and Proofs, Invited Papers From Logic Colloquium '97—European Meeting of the Association for Symbolic Logic, Leeds, July 1997, Edited by S. Barry Cooper and John K. Truss, London Mathematical Society Lecture Note Series, No. 258, Cambridge University Press, Cambridge, New York, and Oakleigh, Victoria, 1999, Pp. 383–402. [REVIEW]Andrea Cantini - 2002 - Bulletin of Symbolic Logic 8 (4):535-536.
  49.  16
    Eric Voegelin and the Foundations of Modern Political Science.Barry Cooper - 1999 - University of Missouri Press.
    This important new work is a major analysis of the foundation of Eric Voegelin's political science.
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  50.  11
    S. Barry Cooper and Andrew Hodges , The Once and Future Turing: Computing the World. Cambridge University Press, 2016. Xviii + 379 Pp.— Therein: - Martin Davis. Algorithms, Equations, and Logic. Pp. 4–19. - J.M.E. Hyland. The Forgotten Turing. Pp. 20–33. - Andrew R. Booker. Turing and the Primes. Pp. 34–52. - Ueli Maurer. Cryptography and Computation After Turing. Pp. 53–77. - Kanti V. Mardia and S. Barry Cooper. Alan Turing and Enigmatic Statistics. Pp. 78–89. - Stephen Wolfram. What Alan Turing Might Have Discovered. Pp. 92–105. - Christof Teuscher. Designed Versus Intrinsic Computation. Pp. 106–116. - Solomon Feferman. Turing’s ‘Oracle’: From Absolute to Relative Computability and Back. Pp. 300–334. - P.D. Welch. Turing Transcendent: Beyond the Event Horizon. Pp. 335–360. - Roger Penrose. On Attempting to Model the Mathematical Mind. Pp. 361–378. [REVIEW]Alasdair Urquhart - 2016 - Bulletin of Symbolic Logic 22 (3):354-356.
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