Results for 'Paul Howard Ellson'

982 found
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  1.  6
    The beautiful union of science, philosophy, and religion.Paul Howard Ellson - 2006 - Tipperary, Ireland: AASB Media.
    Humankind : a limited company? -- From volume to point: 1. Philosophy, 2. Religion -- Science : specialised but not special -- Cosmic hierarchies -- Consciousness -- Cognition -- In theory -- Back to Genesis -- The beautiful union.
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  2.  7
    Charles Darwin: A CompanionR. B. Freeman.Paul Howard Barrett - 1980 - Isis 71 (2):353-353.
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  3.  17
    Possible solution of dark matter, the solution of dark energy and Gell-Mann as great theoretician.Paul Howard Frampton - 2010 - In Harald Fritzsch & K. K. Phua (eds.), Proceedings of the Conference in Honour of Murray Gell-Mann's 80th Birthday. World Scientific.
  4. The Objects of Perceptual Experience.Paul Snowdon & Howard Robinson - 1990 - Aristotelian Society Supplementary Volume 64 (1):121-166.
  5. Introduction.Howard Sankey & Paul Hoyningen-Huene - 2001 - In Paul Hoyningen-Huene & Howard Sankey (eds.), Incommensurability and Related Matters. Kluwer Academic Publishers.
  6.  30
    Compactness in Countable Tychonoff Products and Choice.Paul Howard, K. Keremedis & J. E. Rubin - 2000 - Mathematical Logic Quarterly 46 (1):3-16.
    We study the relationship between the countable axiom of choice and the Tychonoff product theorem for countable families of topological spaces.
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  7.  9
    Letter to the Editor.Howard Mann, Benjamin Djulbegovic & Paul Gold - 2003 - Journal of Law, Medicine and Ethics 31 (1):5-6.
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  8.  11
    Letter to the Editor.Howard Mann, Benjamin Djulbegovic & Paul Gold - 2003 - Journal of Law, Medicine and Ethics 31 (1):5-6.
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  9.  13
    The influence of disability on suicidal behaviour.Howard Meltzer, Traolach Brugha, Michael S. Dennis, Angela Hassiotis, Rachel Jenkins, Sally McManus, Deeraj Rai & Paul Bebbington - 2012 - Alter - European Journal of Disability Research / Revue Européenne de Recherche Sur le Handicap 6 (1):1-12.
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  10.  16
    Jesuit Letters from China, 1583-84.Paul W. Kroll & M. Howard Rienstra - 1987 - Journal of the American Oriental Society 107 (4):832.
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  11.  18
    Repertoire d'art et d'archeologieLeon Trotsky on Literature and ArtArte precolombino de Mexico y de la America CentralThe Homeric Imagination.Howard Clarke, Paul N. Siegel, Salvador Toscano & Paolo Vivante - 1971 - Journal of Aesthetics and Art Criticism 30 (1):142.
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  12.  31
    U.S. Responses To Japanese Wartime Inhuman Experimentation After World War Ii: National Security and Wartime Exigency.Howard Brody, Sarah E. Leonard, Jing-bao Nie & Paul Weindling - 2014 - Cambridge Quarterly of Healthcare Ethics 23 (2):220-230.
    In 1945–46, representatives of the U.S. government made similar discoveries in both Germany and Japan, unearthing evidence of unethical experiments on human beings that could be viewed as war crimes. The outcomes in the two defeated nations, however, were strikingly different. In Germany, the United States, influenced by the Canadian physician John Thompson, played a key role in bringing Nazi physicians to trial and publicizing their misdeeds. In Japan, the United States played an equally key role in concealing information about (...)
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  13.  3
    Failure of equipoise to resolve the ethical tension in a randomized clinical trial.Howard Mann, Benjamin Djulbegovic & Paul Gold - 2003 - Journal of Law, Medicine and Ethics 31 (1):5.
  14.  14
    Facial Emblems of ‘Right’ and ‘Wrong’: Topographical Analysis and Derivation of a Recognition Test.Howard M. Rosenfeld, Marilyn Shea & Paul Greenbaum - 1979 - Semiotica 26 (1-2).
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  15.  17
    Anticipation of reward as a function of partial reinforcement.Howard Brand, Paul J. Woods & James M. Sakoda - 1956 - Journal of Experimental Psychology 52 (1):18.
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  16.  14
    Contingent partial reinforcement and the anticipation of correct alternatives.Howard Brand, James M. Sakoda & Paul J. Woods - 1957 - Journal of Experimental Psychology 53 (6):417.
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  17.  8
    Phase evolution in nanocrystalline silicon films: Hydrogen dilution and the cone kinetics model.Paul Stradins, Charles W. Teplin & Howard M. Branz - 2009 - Philosophical Magazine 89 (28-30):2461-2468.
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  18.  7
    Portrait of Canterbury CathedralPortrait of Salisbury CathedralColonial Williamsburg-Its Buildings and Gardens.Paul Zucker, G. H. Cook, A. Lawrence Kocher & Howard Dearstyne - 1950 - Journal of Aesthetics and Art Criticism 8 (4):269.
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  19. Divine Hiddenness: New Essays.Daniel Howard-Snyder & Paul Moser - 2001 - New York, NY: Cambridge University Press.
    For many people the existence of God is by no means a sufficiently clear feature of reality. This problem, the fact of divine hiddenness, has been a source of existential concern and has sometimes been taken as a rationale for support of atheism or agnosticism. In this collection of essays, a distinguished group of philosophers of religion explore the question of divine hiddenness in considerable detail. The issue is approached from several perspectives including Jewish, Christian, atheist and agnostic. There is (...)
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  20.  42
    The strength of the $\Delta$-system lemma.Paul Howard & Jeffrey Solski - 1992 - Notre Dame Journal of Formal Logic 34 (1):100-106.
  21.  10
    The principles and practices of educational neuroscience: Comment on Bowers (2016).Paul A. Howard-Jones, Sashank Varma, Daniel Ansari, Brian Butterworth, Bert De Smedt, Usha Goswami, Diana Laurillard & Michael S. C. Thomas - 2016 - Psychological Review 123 (5):620-627.
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  22.  56
    The History of SurrealismAn Introduction to Surrealism.Paul C. Ray, Maurice Nadeau, Richard Howard & J. H. Matthews - 1966 - Journal of Aesthetics and Art Criticism 24 (3):446.
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  23.  36
    The axiom of choice for countable collections of countable sets does not imply the countable union theorem.Paul E. Howard - 1992 - Notre Dame Journal of Formal Logic 33 (2):236-243.
  24. Introduction: The Hiddenness of God.Daniel Howard-Snyder & Paul K. Moser - 2001 - In Daniel Howard-Snyder & Paul Moser (eds.), Divine Hiddenness: New Essays. New York, NY: Cambridge University Press.
     
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  25. 1. Preface Preface (p. vii).Michael Dickson, Don Howard, Scott Tanona, Mathias Frisch, Eric Winsberg, Arnold Koslow, Paul Teller, Ronald N. Giere, Mary S. Morgan & Mauricio Suárez - 2004 - Philosophy of Science 71 (5).
  26.  37
    Maximal $p$-subgroups and the axiom of choice.Paul E. Howard & Mary Yorke - 1987 - Notre Dame Journal of Formal Logic 28 (2):276-283.
  27. The need for interdisciplinary dialogue in developing ethical approaches to neuroeducational research.Paul A. Howard-Jones & Kate D. Fenton - 2011 - Neuroethics 5 (2):119-134.
    This paper argues that many ethical issues in neuroeducational research cannot be appropriately addressed using the principles and guidance available in one of these areas alone, or by applying these in simple combination. Instead, interdisciplinary and public dialogue will be required to develop appropriate normative principles. In developing this argument, it examines neuroscientific and educational perspectives within three broad categories of ethical issue arising at the interface of cognitive neuroscience and education: issues regarding the carrying out of interdisciplinary research, the (...)
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  28.  40
    Conceptualising and Understanding Artistic Creativity in the Dementias: Interdisciplinary Approaches to Research and Practise.Paul M. Camic, Sebastian J. Crutch, Charlie Murphy, Nicholas C. Firth, Emma Harding, Charles R. Harrison, Susannah Howard, Sarah Strohmaier, Janneke Van Leewen, Julian West, Gill Windle, Selina Wray & Hannah Zeilig - 2018 - Frontiers in Psychology 9.
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  29.  71
    Philosophical challenges for researchers at the interface between neuroscience and education.Paul Howard-Jones - 2008 - Journal of Philosophy of Education 42 (3-4):361-380.
    This article examines how discussions around the new interdisciplinary research area combining neuroscience and education have brought into sharp relief differences in the philosophies of learning in these two areas. It considers the difficulties faced by those working at the interface between these two areas and, in particular, it focuses on the challenge of avoiding 'non-sense' when attempting to include the brain in educational argument. The paper relates common transgressions in sense-making with dualist and monist notions of the mind-brain relationship. (...)
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  30.  76
    A Multiperspective Approach to Neuroeducational Research.Paul A. Howard-Jones - 2011 - Educational Philosophy and Theory 43 (1):24-30.
    There is increasing interest in research that combines neuroscientific and educational perspectives on learning, but significant philosophical issues divide these perspectives. This article examines the value of such neuroeducational research and how concepts from different perspectives may be interrelated through a ‘level of actions’ model. This model, which encourages a multiperspective approach, may be helpful in avoiding some of the worst transgressions of sense-making in constructing concepts that span neuroscience and education. Application of the model is explored in the context (...)
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  31.  46
    Subgroups of a free group and the axiom of choice.Paul E. Howard - 1985 - Journal of Symbolic Logic 50 (2):458-467.
  32.  39
    Versions of Normality and Some Weak Forms of the Axiom of Choice.Paul Howard, Kyriakos Keremedis, Herman Rubin & Jean E. Rubin - 1998 - Mathematical Logic Quarterly 44 (3):367-382.
    We investigate the set theoretical strength of some properties of normality, including Urysohn's Lemma, Tietze-Urysohn Extension Theorem, normality of disjoint unions of normal spaces, and normality of Fσ subsets of normal spaces.
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  33.  42
    Limitations on the Fraenkel-Mostowski method of independence proofs.Paul E. Howard - 1973 - Journal of Symbolic Logic 38 (3):416-422.
    The Fraenkel-Mostowski method has been widely used to prove independence results among weak versions of the axiom of choice. In this paper it is shown that certain statements cannot be proved by this method. More specifically it is shown that in all Fraenkel-Mostowski models the following hold: 1. The axiom of choice for sets of finite sets implies the axiom of choice for sets of well-orderable sets. 2. The Boolean prime ideal theorem implies a weakened form of Sikorski's theorem.
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  34.  23
    A Proof of a Theorem of Tennenbaum.Paul E. Howard - 1972 - Mathematical Logic Quarterly 18 (7):111-112.
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  35.  24
    A Proof of a Theorem of Tennenbaum.Paul E. Howard - 1972 - Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 18 (7):111-112.
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  36.  12
    A show about nothing: No-signal processes in systems factorial technology.Zachary L. Howard, Paul Garrett, Daniel R. Little, James T. Townsend & Ami Eidels - 2021 - Psychological Review 128 (1):187-201.
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  37.  11
    Short-Term Fasting Selectively Influences Impulsivity in Healthy Individuals.Maxine Howard, Jonathan P. Roiser, Sam J. Gilbert, Paul W. Burgess, Peter Dayan & Lucy Serpell - 2020 - Frontiers in Psychology 11.
    Previous research has shown that short-term fasting in healthy individuals is associated with changes in risky decision-making. The current experiment was designed to examine the influence of short-term fasting in healthy individuals on four types of impulsivity: reflection impulsivity, risky decision-making, delay aversion, and action inhibition. Participants were tested twice, once when fasted for 20 hours, and once when satiated. Participants demonstrated impaired action inhibition when fasted; committing significantly more errors of commission during a food-related Affective Shifting Task. Participants also (...)
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  38. Separablilty of metric measure spaces and choice axioms.Paul Howard - forthcoming - Archive for Mathematical Logic:1-17.
    In set theory without the Axiom of Choice we prove that the assertion “For every metric space (_X_, _d_) with a Borel measure \(\mu \) such that the measure of every open ball is positive and finite, (_X_, _d_) is separable.’ is implied by the axiom of choice for countable collections of sets and implies the axiom of choice for countable collections of finite sets. We also show that neither implication is reversible in Zermelo–Fraenkel set theory weakend to permit the (...)
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  39. The axiom of choice for well-ordered families and for families of well- orderable sets.Paul Howard & Jean E. Rubin - 1995 - Journal of Symbolic Logic 60 (4):1115-1117.
    We show that it is not possible to construct a Fraenkel-Mostowski model in which the axiom of choice for well-ordered families of sets and the axiom of choice for sets are both true, but the axiom of choice is false.
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  40.  46
    The Boolean Prime Ideal Theorem Plus Countable Choice Do Not Imply Dependent Choice.Paul Howard & Jean E. Rubin - 1996 - Mathematical Logic Quarterly 42 (1):410-420.
    Two Fraenkel-Mostowski models are constructed in which the Boolean Prime Ideal Theorem is true. In both models, AC for countable sets is true, but AC for sets of cardinality 2math image and the 2m = m principle are both false. The Principle of Dependent Choices is true in the first model, but false in the second.
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  41.  30
    The Existence of Level Sets in a Free Group Implies the Axiom of Choice.Paul E. Howard - 1987 - Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 33 (4):315-316.
  42.  12
    The Existence of Level Sets in a Free Group Implies the Axiom of Choice.Paul E. Howard - 1987 - Mathematical Logic Quarterly 33 (4):315-316.
  43.  19
    The finiteness of compact Boolean algebras.Paul Howard - 2011 - Mathematical Logic Quarterly 57 (1):14-18.
    We show that it consistent with Zermelo-Fraenkel set theory that there is an infinite, compact Boolean algebra.
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  44.  18
    Variations of Rado's lemma.Paul Howard - 1993 - Mathematical Logic Quarterly 39 (1):353-356.
    The deductive strengths of three variations of Rado's selection lemma are studied in set theory without the axiom of choice. Two are shown to be equivalent to Rado's lemma and the third to the Boolean prime ideal theorem. MSC: 03E25, 04A25, 06E05.
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  45.  31
    Von Rimscha's Transitivity Conditions.Paul Howard, Jean E. Rubin & Adrienne Stanley - 2000 - Mathematical Logic Quarterly 46 (4):549-554.
    In Zermelo-Fraenkel set theory with the axiom of choice every set has the same cardinal number as some ordinal. Von Rimscha has weakened this condition to “Every set has the same cardinal number as some transitive set”. In set theory without the axiom of choice, we study the deductive strength of this and similar statements introduced by von Rimscha.
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  46. Rethinking Scientific Change and Theory Comparison: Stabilities, Ruptures, Incommensurabilities?Lena Soler, Howard Sankey & Paul Hoyningen-Huene (eds.) - 2008 - Springer.
    The volume is a collection of essays devoted to the analysis of scientific change and stability. It explores the balance and tension that exist between commensurability and continuity on the one hand, and incommensurability and discontinuity on the other. Moreover, it discusses some central epistemological consequences regarding the nature of scientific progress, rationality and realism. In relation to these topics, it investigates a number of new avenues, and revisits some familiar issues, with a focus on the history and philosophy of (...)
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  47.  82
    Independence results for class forms of the axiom of choice.Paul E. Howard, Arthur L. Rubin & Jean E. Rubin - 1978 - Journal of Symbolic Logic 43 (4):673-684.
    Let NBG be von Neumann-Bernays-Gödel set theory without the axiom of choice and let NBGA be the modification which allows atoms. In this paper we consider some of the well-known class or global forms of the wellordering theorem, the axiom of choice, and maximal principles which are known to be equivalent in NBG and show they are not equivalent in NBGA.
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  48.  17
    Rado's selection lemma does not imply the Boolean prime ideal theorem.Paul E. Howard - 1984 - Mathematical Logic Quarterly 30 (9‐11):129-132.
  49.  33
    Rado's selection lemma does not imply the Boolean prime ideal theorem.Paul E. Howard - 1984 - Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 30 (9-11):129-132.
  50.  25
    On infinite‐dimensional Banach spaces and weak forms of the axiom of choice.Paul Howard & Eleftherios Tachtsis - 2017 - Mathematical Logic Quarterly 63 (6):509-535.
    We study theorems from Functional Analysis with regard to their relationship with various weak choice principles and prove several results about them: “Every infinite‐dimensional Banach space has a well‐orderable Hamel basis” is equivalent to ; “ can be well‐ordered” implies “no infinite‐dimensional Banach space has a Hamel basis of cardinality ”, thus the latter statement is true in every Fraenkel‐Mostowski model of ; “No infinite‐dimensional Banach space has a Hamel basis of cardinality ” is not provable in ; “No infinite‐dimensional (...)
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