Results for 'Judith Friedman Hansen'

972 found
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  1. In the field.Judith Friedman Hansen - 1976 - In Michael A. Rynkiewich & James P. Spradley (eds.), Ethics and anthropology: dilemmas in fieldwork. Malabar, Fla.: R.E. Krieger Pub. Co..
     
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  2. Do single-gender classrooms in coeducational settings address boys' underachievement? An Australian study.Judith Mulholland *, Paul Hansen & Eugene Kaminski - 2004 - Educational Studies 30 (1):19-32.
    This paper reports a research project developed in partnership with the Principal and Leadership Team of an Australian secondary school. It monitored a school-based initiative designed to address the underachievement of male students. Students in Year 9 selected single-gender or coeducational classes in mathematics and English during the second half of a school year. Student scores in standardized tests and school-based assessment in these subjects were obtained before and after the establishment of the initiative. Results indicate no significant difference in (...)
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  3.  32
    Appropriating the Weather: Vilhelm Bjerknes and the Construction of a Modern Meterology. Robert Marc Friedman.James Hansen - 1990 - Isis 81 (2):382-383.
  4.  64
    Book ReviewsMarilyn Friedman, ;, Larry May, ;, Kate Parsons, ; and Jennifer Stiff,, eds. Rights and Reason: Essays in Honor of Carl Wellman.Dordrecht: Kluwer Academic, 2000. Pp. 273. $125.00. [REVIEW]Judith Wagner DeCew - 2002 - Ethics 112 (4):825-827.
  5.  46
    The Continental Feminism Reader.Ann J. Cahill & Jennifer Hansen (eds.) - 2003 - Rowman & Littlefield.
    In an era of backlash and supposed stagnation, feminist philosophers are still providing fresh and challenging perspectives--you just have to know where to look. Continental feminist theory continues to address pressing questions of equality and difference, identity and subjectivity. Modern thinkers like Judith Butler, Kelly Oliver, and Drucilla Cornell give strikingly new perspectives on sex, gender, sexual politics, and the various social reasons for gender inequality. Yet their theories are not always well received. Continental Feminism Reader responds to the (...)
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  6.  37
    Ethics, Gender and Vulnerability in the Films of Mia Hansen-Løve.Kate Ince - 2020 - Film-Philosophy 24 (2):104-121.
    This article introduces some contemporary philosophical approaches to vulnerability including that of Judith Butler, while focusing on feminist legal theorist Martha Albertson Fineman's concept of the vulnerable subject, developed out of Fineman's earlier critiques of the autonomous, self-sufficient subject of liberal political philosophy. It then looks closely at the different forms of vulnerability exhibited by the leading protagonists of Mia Hansen-Løve's All Is Forgiven, Father of My Children, Goodbye First Love, Eden and Maya, all of whom except one (...)
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  7.  43
    Reference, Rationality, and Phenomenology: Themes from Føllesdal.Michael Frauchiger (ed.) - 2013 - De Gruyter.
    Having its seeds in the 2nd International Lauener Symposium held in honour of Dagfinn Follesdal, the present collection contains a rich, kaleidoscopic ensemble of previously unpublished contributions by leading authors, representing diverse approaches to a variety of philosophical themes on which Follesdal has had a longstanding, formative impact. Follesdal himself contributes an orientating essay continuing to develop his pioneering theory of reference as well as in-depth commentaries on each of the other authors elaborated papers plus candid answers in the added (...)
  8. Exorcising the Philosophical Tradition.Michael Friedman - 1996 - Philosophical Review 105 (4):427-467.
    One of the most interesting aspects of McDowell’s very interesting book is the way in which it locates the problems of late-twentieth-century Anglo-American philosophy within the historical development of the Western philosophical tradition. Beginning with an opposition between Coherentism and the Myth of the Given exemplified in recent work of Donald Davidson’s, McDowell proceeds to frame his discussion in terms of the Kantian distinction between concepts and intuitions, understanding and sensibility, spontaneity and receptivity. McDowell’s basic idea is that we can (...)
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  9.  84
    Truth and confirmation.Michael Friedman - 1979 - Journal of Philosophy 76 (7):361-382.
  10. Martin Buber: The Life of Dialogue.MAURICE S. FRIEDMAN - 1955 - Les Etudes Philosophiques 11 (3):497-497.
     
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  11. Hempel and the Vienna circle.Michael Friedman - 2003 - Minnesota Studies in the Philosophy of Science 18:94-114.
  12.  98
    On the Consistency Strength of the Inner Model Hypothesis.Sy-David Friedman, Philip Welch & W. Hugh Woodin - 2008 - Journal of Symbolic Logic 73 (2):391 - 400.
  13.  14
    The new modernist studies reader: an anthology of essential criticism.Sean Latham & Gayle Rogers (eds.) - 2021 - New York: Bloomsbury Academic.
    Bringing together 20 foundational texts in contemporary modernist criticism in one accessible volume, this book explores the debates that have transformed the field of modernist studies at the turn of the millennium and into the 21st century. The New Modernist Studies Reader features chapters covering the major topics central to the study of modernism today, including: Feminism, gender and sexuality; Empire and race; Print and media cultures; Historical and geographical debates. Each text includes an introductory summary of its historical and (...)
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  14.  17
    Modeling belief in dynamic systems, part I: Foundations.Nir Friedman & Joseph Y. Halpern - 1997 - Artificial Intelligence 95 (2):257-316.
  15.  86
    Harming Women as a Group.Marilyn A. Friedman & Larry May - 1985 - Social Theory and Practice 11 (2):207-234.
  16. Newton and Kant: Quantity of matter in the Metaphysical Foundations of Natural Science.Michael Friedman - 2012 - Southern Journal of Philosophy 50 (3):482-503.
    Immanuel Kant's Metaphysical Foundations of Natural Science (1786) provides metaphysical foundations for the application of mathematics to empirically given nature. The application that Kant primarily has in mind is that achieved in Isaac Newton's Principia (1687). Thus, Kant's first chapter, the Phoronomy, concerns the mathematization of speed or velocity, and his fourth chapter, the Phenomenology, concerns the empirical application of the Newtonian notions of true or absolute space, time, and motion. This paper concentrates on Kant's second and third chapters—the Dynamics (...)
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  17.  48
    The Problem of Epistocratic Identification and the (Possibly) Dysfunctional Division of Epistemic Labor.Jeffrey Friedman - 2017 - Critical Review: A Journal of Politics and Society 29 (3):293-327.
    ABSTRACTHow can political actors identify which putative expert is truly expert, given that any putative expert may be wrong about a given policy question; given that experts may therefore disagree with one another; and given that other members of the polity, being non-expert, can neither reliably adjudicate inter-expert disagreement nor detect when a consensus of experts is misguided? This would not be an important question if the problems dealt with by politics were usually simple ones, in the sense that the (...)
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  18. Similar Subclasses.Harvey M. Friedman - unknown
    Reflection, in the sense of [Fr03a] and [Fr03b], is based on the idea that a category of classes has a subclass that is “similar” to the category. Here we present axiomatizations based on the idea that a category of classes that does not form a class has extensionally different subclasses that are “similar”. We present two such similarity principles, which are shown to interpret and be interpretable in certain set theories with large cardinal axioms.
     
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  19.  21
    Introduction: Economic Approaches to Politics.Jeffrey Friedman - 2010 - In Louis Putterman (ed.), The Rational Choice Controversy. Yale University Press. pp. 1-24.
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  20.  49
    Generic coding with help and amalgamation failure.Sy-David Friedman & Dan Hathaway - 2021 - Journal of Symbolic Logic 86 (4):1385-1395.
    We show that if M is a countable transitive model of $\text {ZF}$ and if $a,b$ are reals not in M, then there is a G generic over M such that $b \in L[a,G]$. We then present several applications such as the following: if J is any countable transitive model of $\text {ZFC}$ and $M \not \subseteq J$ is another countable transitive model of $\text {ZFC}$ of the same ordinal height $\alpha $, then there is a forcing extension N of (...)
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  21. Diversity, trust, and moral understanding.Marilyn Friedman - 2004 - In Cheshire Calhoun (ed.), Setting the moral compass: essays by women philosophers. New York: Oxford University Press. pp. 217--32.
     
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  22.  69
    The challenge of selective conscientious objection in Israel.Randy Friedman - 2006 - Theoria 53 (109):79-99.
    Whether refusal is an act of civil disobedience meant to challenge the state politically as a form of protest, or an action which reflects a deep moral objection to the policies of the state, selective conscientious objection presents the state and its citizens with a number of difficult legal and moral challenges. Appeals to authority outside of the state, whether religious or secular, influence both citizenship and the behavior of the government itself. As Israel raises funds to defend IDF officers (...)
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  23.  49
    Doubt & Inquiry: Peirce and Descartes Revisited.Lesley Friedman - 1999 - Transactions of the Charles S. Peirce Society 35 (4):724 - 746.
  24.  43
    Subtle cardinals and linear orderings.Harvey M. Friedman - 2000 - Annals of Pure and Applied Logic 107 (1-3):1-34.
    The subtle, almost ineffable, and ineffable cardinals were introduced in an unpublished 1971 manuscript of R. Jensen and K. Kunen. The concepts were extended to that of k-subtle, k-almost ineffable, and k-ineffable cardinals in 1975 by J. Baumgartner. In this paper we give a self contained treatment of the basic facts about this level of the large cardinal hierarchy, which were established by J. Baumgartner. In particular, we give a proof that the k-subtle, k-almost ineffable, and k-ineffable cardinals define three (...)
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  25. Computer assisted certainty.Harvey Friedman - manuscript
    Certainty (and the lack thereof) is a major issue in mathematics and computer science. Mathematicians strongly believe in a special kind of certainty for their theorems.
     
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  26.  13
    Critique and the digital.Erich Hörl, Nelly Y. Pinkrah & Lotte Warnsholdt (eds.) - 2021 - Zurich: Diaphanes.
    In this volume the editors gather diverse perspectives on one agreed-upon condition: that the computational power of today's world has fundamentally transformed all aspects of this very world. This requires the investigation and questioning not only of the possible sites of critique but also of the concept of critique as such. If there used to be a critical subject constituted in the cultural techniques of modernity, and if digitality, as a condition, indicates itself as a product of modernity while at (...)
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  27.  26
    New Features in Contract Law.Reiner Schulze - 2007 - Sellier de Gruyter.
    Economic change, globalisation and harmonisation of European Law have brought new challenges to contract law. The contributions in this Volume by prominent legal scholars deal with current trends and perspectives in European and International Contract Law and their impact on the various domestic legal systems. The Compendium provides an analysis of new developments in formation of contract, performance and remedies, consumer contract law and the particularly controversial area of anti-discrimination law. Experts in their field examine the underlying legal principles and (...)
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  28. The Upper Shift Kernel Theorems.Harvey M. Friedman - unknown
    We now fix A ⊆ Q. We study a fundamental class of digraphs associated with A, which we call the A-digraphs. An A,kdigraph is a digraph (Ak,E), where E is an order invariant subset of A2k in the following sense. For all x,y ∈ A2k, if x,y have the same order type then x ∈ E ↔ y ∈ E.
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  29.  6
    Contemporary Psychology: Revealing and Obscuring the Human.Maurice S. Friedman - 1984
  30.  49
    The republic of choice: law, authority, and culture.Lawrence Meir Friedman - 1990 - Cambridge: Harvard University Press.
    Loose, unconnected, free-floating, mobile: this is the modern individual, at least in comparison with the immediate past.
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  31. Restrictions and extensions.Harvey Friedman - manuscript
    We consider a number of statements involving restrictions and extensions of algebras, and derive connections with large cardinal axioms.
     
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  32.  18
    The Kantian Bridge between Nature and Freedom.Michael Friedman - 2018 - In Violetta L. Waibel, Margit Ruffing & David Wagner (eds.), Natur und Freiheit: Akten des XII. Internationalen Kant-Kongresses. De Gruyter. pp. 113-132.
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  33. Remarks On the Unknowable.Harvey M. Friedman - unknown
    The kind of unknowability I will discuss concerns the count of certain natural finite sets of objects. Even the situation with regard to our present strong formal systems is rather unclear. One can just profitably focus on that, putting aside issues of general unknowability.
     
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  34. The number of certain integral polynomials and nonrecursive sets of integers, part.Harvey Friedman - manuscript
    We present some examples of mathematically natural nonrecursive sets of integers and relations on integers by combining results from Part 1, recursion theory, and from the negative solution to Hilbert’s 10th Problem ([3], [1], and [2]).
     
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  35. Lecture notes on enormous integers.Harvey Friedman - manuscript
    We discuss enormous integers and rates of growth after [PH77]. This breakthrough was based on a variant of the classical finite Ramsey theorem. Since then, examples have been given of greater relevance to a number of standard mathematical and computer science contexts, often involving even more enormous integers and rates of growth.
     
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  36. Axiomatization of set theory by extensionality, separation, and reducibility.Harvey Friedman - manuscript
    We discuss several axiomatizations of set theory in first order predicate calculus with epsilon and a constant symbol W, starting with the simple system K(W) which has a strong equivalence with ZF without Foundation. The other systems correspond to various extensions of ZF by certain large cardinal hypotheses. These axiomatizations are unusually simple and uncluttered, and are highly suggestive of underlying philosophical principles that generate higher set theory.
     
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  37. Selection for Borel Relations.Harvey M. Friedman - unknown
    We present several selection theorems for Borel relations, involving only Borel sets and functions, all of which can be obtained as consequences of closely related theorems proved in [DSR 96,99,01,01X] involving coanalytic sets. The relevant proofs given there use substantial set theoretic methods, which were also shown to be necessary. We show that none of our Borel consequences can be proved without substantial set theoretic methods. The results are established for Baire space. We give equivalents of some of the main (...)
     
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  38. Enormous integers in real life.Harvey Friedman - manuscript
    This is an immediate conse-quence of a more general combinatorial theorem called Ramsey’s theorem, but it is much simpler to state. We call this adjacent Ramsey theory.
     
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  39. Finite Phase Transitions.Harvey M. Friedman - unknown
    This topic has been discussed earlier on the FOM email list in various guises. The common theme is: big numbers and long sequences associated with mathematical objects. See..
     
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  40.  14
    Morality Usa.Ellen G. Friedman & Corinne Squire - 1998 - Univ of Minnesota Press.
    In today's world, moral uncertainty is found everywhere. MORALITY USA calls for recognition of the multiplicity of moral structures that now exist and argues that we need to rethink our concepts of morality.
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  41. Strict reverse mathematics draft.Harvey M. Friedman - unknown
    NOTE: This is an expanded version of my lecture at the special session on reverse mathematics, delivered at the Special Session on Reverse Mathematics held at the Atlanta AMS meeting, on January 6, 2005.
     
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  42. Philosophy 536 Philosophy of Mathematics Lecture 1 9/25/02.Harvey M. Friedman - unknown
    This distinction between logic and mathematics is subject to various criticisms and can be given various defenses. Nevertheless, the division seems natural enough and is commonly adopted in presentations of the standard foundations for mathematics.
     
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  43. Issues in the Foundations of Mathematics.Harvey M. Friedman - unknown
    C. To what extent, and in what sense, is the natural hierarchy of logical strengths rep resented by familiar systems ranging from exponential function arithmetic to ZF + j:V Æ V robust?
     
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  44.  36
    Bar induction and Π11-CA.Harvey Friedman - 1969 - Journal of Symbolic Logic 34 (3):353 - 362.
  45.  25
    Downey, R., Gasarch, W. and Moses, M., The structure.S. D. Friedman, W. G. Handley, S. S. Wainer, A. Joyal, I. Moerdijk, L. Newelski, F. van Engelen & J. van Oosten - 1994 - Annals of Pure and Applied Logic 70 (1):287.
  46.  64
    Jensen's Σ* theory and the combinatorial content of V = L.Sy D. Friedman - 1994 - Journal of Symbolic Logic 59 (3):1096 - 1104.
  47.  30
    (1 other version)Strong coding.Sy D. Friedman - 1987 - Annals of Pure and Applied Logic 35 (C):1-98.
  48.  6
    Twenty-two weeks of pointless conversation.Dan Friedman - 1999 - In Lois Holzman (ed.), Performing psychology: a postmodern culture of the mind. New York: Routledge. pp. 157--196.
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  49. Extremely large cardinals in the rationals.Harvey Friedman - manuscript
    In 1995 we gave a new simple principle of combinatorial set theory and showed that it implies the existence of a nontrivial elementary embedding from a rank into itself, and follows from the existence of a nontrivial elementary embedding from V into M, where M contains the rank at the first fixed point above the critical point. We then gave a “diamondization” of this principle, and proved its relative consistency by means of a standard forcing argument.
     
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  50. Combinatorial set theoretic principles of great logical strength.Harvey Friedman - manuscript
    Let j:β → β, where β is an ordinal. Let R ⊆ α x α, where β ≤ α. We define j[R] = {(j(c),j(d)): R(c,d)}. We say that j is a nonidentity function if and only if j is not the..
     
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