Search results for 'Gunnar O. Klein' (try it on Scholar)

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  1.  33
    Gunnar O. Klein & Barry Smith (2010). Concept Systems and Ontologies. Transactions of the Japanese Society for Artificial Intelligence 25:433-441.
    This is the third draft of a paper that aims to clarify the apparent contradictions in the views presented in certain standards and other specifications of health informatics systems, contradictions which come to light when the latter are evaluated from the perspective of realist philosophy. One of the origins of this document was Klein’s discussion paper of 2005-07-02 entitled “Conceptology vs Reality” and the responses from Smith, as well as the several hours of discussions during the 2005 MIE (...)
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  2.  2
    Colin Klein (2015). Olympia and Other O-Machines. Philosophia 43 (4):925-931.
    Against Maudlin, I argue that machines which merely reproduce a pre-programmed series of changes ought to be classed with Turing’s O-Machines even if they would counterfactually show Turing Machine-like activity. This can be seen on an interventionist picture of computational architectures, on which basic operations are the primitive loci for interventions. While constructions like Maudlin’s Olympia still compute, then, claims about them do not threaten philosophical arguments that depend on Turing Machine architectures and their computational equivalents.
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  3.  9
    Dan Klein & Christopher D. Manning, An Ç ´Ò¿ Μ Agenda-Based Chart Parser for Arbitrary Probabilistic Context-Free Grammars.
    While Ç ´Ò¿ µ methods for parsing probabilistic context-free grammars (PCFGs) are well known, a tabular parsing framework for arbitrary PCFGs which allows for botton-up, topdown, and other parsing strategies, has not yet been provided. This paper presents such an algorithm, and shows its correctness and advantages over prior work. The paper finishes by bringing out the connections between the algorithm and work on hypergraphs, which permits us to extend the presented Viterbi (best parse) algorithm to an inside (total probability) (...)
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  4. Cristina Foroni Consani & Joel Thiago Klein (2014). A Import'ncia E o Significado Do Princípio da Publicidade Para a Representação Político-Democrática: Reflexões a Partir de Kant E Condorcet. Filosofia Unisinos 15 (3).
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  5. A. Klein (1969). O. Costa de Beauregard, La notion de temps. Roczniki Filozoficzne 17 (3):167.
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  6. Joel Thiago Klein (2014). Sobre o significado e a legitimidade transcendental dos conceitos de precisão, interesse, esperança e crença na filosofia kantiana. Veritas 59 (1):143-173.
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  7. Douglas Allanbrook & Jacob Klein (1976). Essays in Honor of Jacob Klein. --. St. John's College Press.
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  8.  21
    Jacob Klein & Emmanuel Patard (2006). Ausgewählte Briefe von Jacob Klein an Gerhard Krüger, 1929-1933. New Yearbook for Phenomenology and Phenomenological Philosophy 6 (1):308-329.
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  9. Kang-nam O. (2011). Chonggyo, Simch'ŭng Ŭl Poda: O Kang-Nam Kyosu Ka Mannan Yŏngsŏng Ŭi Kŏindŭl. Hyŏnamsa.
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  10.  9
    Emerson Carlos Valcarenghi (2011). Os anulabilismos de Klein e de Swain e o problema de Gettier. Principia 14 (2):175-200.
    Nós tentamos mostrar neste ensaio que as propostas anulabilistas de Peter Klein e de Marshall Swain não resolvem o problema de Gettier. Klein postula que, para qualquer contra-exemplo de tipo-Gettier, há uma proposição verdadeira que, ao ser conjugada com a evidência e de S, anula de modo legítimo a justificação de p para S. Swain postula que, para qualquer contra-exemplo de tipo-Gettier, há uma proposição verdadeira que, ao ser conjugada com o conjunto de razões R de S, anula (...)
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  11.  2
    Erkki Huovinen (2015). Hindrichs, Gunnar. Die Autonomie des Klangs: Eine Philosophie der Musik. Suhrkamp Verlag, 2014, 272 Pp., €17,00 Paper.; Young, James O. Critique of Pure Music. Oxford University Press, 2014, Xi + 199 Pp., $55.00 Cloth. [REVIEW] Journal of Aesthetics and Art Criticism 73 (3):353-358.
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  12.  4
    Piotr Szałek (2002). \"Melania Klein a krytyczna teoria społeczna\" C. F. Alforda, czyli o syntezie w filozofii. Nowa Krytyka 13:237-256.
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  13.  7
    E. S. Reed (1984). The Nature of Thought: Essays in Honor of D. O. Hebb. Edited by P. W. Jusczyk and R. M. Klein. Hillsdale, N.J.: L. Erlbaum Associates, 1980, Pp. 276. $24.95. [REVIEW] Philosophy of the Social Sciences 14 (3):430-430.
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  14. Emerson Carlos Valcarenghi (2011). Os anulabilismos de Klein e de Swain e o problema de Gettier DOI:10.5007/1808-1711.2010v14n2p175. Principia: An International Journal of Epistemology 14 (2).
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  15.  16
    A. O. Barut & Thomas Gornitz (1985). On the Gyromagnetic Ratio in the Kaluza-Klein Theories and the Schuster-Blackett Law. Foundations of Physics 15 (4):433-437.
    Pauli's five-dimensional Dirac equation in projective space, which results in an anomalous magnetic moment term in four dimensions, is related to the Schuster-Blackett law of the magnetic field of rotating bodies and to the recent results on the gyromagnetic ratio in Kaluza-Klein theories.
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  16. Elizabeth Spillius & Edna O'Shaughnessy (eds.) (2011). Projective Identification: The Fate of a Concept. Routledge.
    In this book Elizabeth Spillius and Edna O'Shaughnessy explore the development of the concept of projective identification, which had important antecedents in the work of Freud and others, but was given a specific name and definition by Melanie Klein. They describe Klein's published and unpublished views on the topic, and then consider the way the concept has been variously described, evolved, accepted, rejected and modified by analysts of different schools of thought and in various locations – Britain, Western (...)
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  17.  69
    Coos Engelsma (2015). Arbitrary Foundations? On Klein’s Objection to Foundationalism. Acta Analytica 30 (4):389-408.
    This paper evaluates Peter Klein’s objection to foundationalism. According to Klein, foundationalism fails because it allows arbitrariness “at the base.” I first explain that this objection can be interpreted in two ways: either as targeting dialectical foundationalism or as targeting epistemic foundationalism. I then clarify Klein’s concept of arbitrariness. An assertion or belief is assumed to be arbitrary if and only if it lacks a reason that is “objectively and subjectively available.” Drawing on this notion, I evaluate (...)
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  18.  23
    Coos Engelsma (2014). On Peter Klein's Concept of Arbitrariness. Metaphilosophy 45 (2):192-200.
    According to Peter Klein, foundationalism fails because it allows a vicious form of arbitrariness. The present article critically discusses his concept of arbitrariness. It argues that the condition Klein takes to be necessary and sufficient for an epistemic item to be arbitrary is neither necessary nor sufficient. It also argues that Klein's concept of arbitrariness is not a concept of something that is obviously vicious. Even if Klein succeeds in establishing that foundationalism allows (...)
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  19. Oleg Belegradek, Ya'Acov Peterzil & Frank Wagner (2000). Quasi-o-Minimal Structures. Journal of Symbolic Logic 65 (3):1115-1132.
    A structure (M, $ ,...) is called quasi-o-minimal if in any structure elementarily equivalent to it the definable subsets are exactly the Boolean combinations of 0-definable subsets and intervals. We give a series of natural examples of quasi-o-minimal structures which are not o-minimal; one of them is the ordered group of integers. We develop a technique to investigate quasi-o-minimality and use it to study quasi-o-minimal ordered groups (possibly with extra structure). Main results: any quasi-o-minimal ordered group is abelian; any quasi-o-minimal (...)
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  20.  49
    Stephen Wright (2013). Does Klein's Infinitism Offer a Response to Agrippa's Trilemma? Synthese 190 (6):1113-1130.
    The regress of reasons threatens an epistemic agent’s right to claim that any beliefs are justified. In response, Peter Klein’s infinitism argues that an infinite series of supporting reasons of the right type not only is not vicious but can make for epistemic justification. In order to resist the sceptic, infinitism needs to provide reason to think that there is at least one justified belief in the world. Under an infinitist conception this involves showing that at least one belief (...)
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  21.  54
    George Horton, Chris Dewdney & Ulrike Ne'eman (2002). De Broglie's Pilot-Wave Theory for the Klein–Gordon Equation and Its Space-Time Pathologies. Foundations of Physics 32 (3):463-476.
    We illustrate, using a simple model, that in the usual formulation the time-component of the Klein–Gordon current is not generally positive definite even if one restricts allowed solutions to those with positive frequencies. Since in de Broglie's theory of particle trajectories the particle follows the current this leads to difficulties of interpretation, with the appearance of trajectories which are closed loops in space-time and velocities not limited from above. We show that at least this pathology can be avoided if (...)
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  22.  10
    Abraham H. Gibson (2013). Edward O. Wilson and the Organicist Tradition. Journal of the History of Biology 46 (4):599-630.
    Edward O. Wilson’s recent decision to abandon kin selection theory has sent shockwaves throughout the biological sciences. Over the past two years, more than a hundred biologists have signed letters protesting his reversal. Making sense of Wilson’s decision and the controversy it has spawned requires familiarity with the historical record. This entails not only examining the conditions under which kin selection theory first emerged, but also the organicist tradition against which it rebelled. In similar fashion, one must not only examine (...)
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  23. Thomas M. Besch (2008). Constructing Practical Reason: O'Neill on the Grounds of Kantian Constructivism. Journal of Value Inquiry 42 (1):55-76.
    The paper addresses O'Neill's view that her version of Kant's Categorical Imperative, namely, the requirement of followability (RF), marks the supreme principle of reason; it takes issue with her claim that RF commits us to Kantian constructivism in practical philosophy. The paper distinguishes between two readings of RF: on a weak reading, RF ranges over all (practical) reasoning but does not commit to constructivism, and on a strong version RF commits to constructivism but fails to meet its own test, and (...)
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  24.  32
    John Corcoran (2007). The principle of wholistic reference/o princípio da referência universalista. Manuscrito 30 (2):493-505.
    In its strongest, unqualified form the principle of wholistic reference is that each and every proposition refers to the whole universe of discourse as such, regardless how limited the referents of its non-logical or content terms. Even though Boole changed from a monistic fixed-universe framework in his earlier works of 1847 and 1848 to a pluralistic multiple-universe framework in his mature treatise of 1854, he never wavered in his frank avowal of the principle of wholistic reference, possibly in a slightly (...)
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  25.  7
    David Duarte (2015). Analogija i vaganje: teza o djelomičnoj svodljivosti i njezini problemi. Revus 25:127-140.
    Na temelju analize strukture i slijeda postupka analogije, autor upućuje kritiku tezi o djelomičnoj svodljivosti, tj. tezi prema kojoj se analogija, izuzev onoga njezinog koraka koji predstavlja strogu analogiju, može svesti na vaganje. U radu se stoga prvo iznose neki problemi navedene teze, poput nenužnosti svodljivosti ili činjenice da se pod krinkom vaganja provodi prava analogija. Središnja je teza rada tvrdnja da analogiju nije moguće uspješno svesti na oblik vaganja.
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  26.  11
    Carlo Toffalori & Kathryn Vozoris (2009). Notes on Local o‐Minimality. Mathematical Logic Quarterly 55 (6):617-632.
    We introduce and study some local versions of o-minimality, requiring that every definable set decomposes as the union of finitely many isolated points and intervals in a suitable neighbourhood of every point. Motivating examples are the expansions of the ordered reals by sine, cosine and other periodic functions.
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  27.  32
    Lawrence Horwitz, Avi Gershon & Marcelo Schiffer (2011). Hamiltonian Map to Conformal Modification of Spacetime Metric: Kaluza-Klein and TeVeS. [REVIEW] Foundations of Physics 41 (1):141-157.
    It has been shown that the orbits of motion for a wide class of non-relativistic Hamiltonian systems can be described as geodesic flows on a manifold and an associated dual by means of a conformal map. This method can be applied to a four dimensional manifold of orbits in spacetime associated with a relativistic system. We show that a relativistic Hamiltonian which generates Einstein geodesics, with the addition of a world scalar field, can be put into correspondence in this way (...)
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  28.  67
    Brent Dean Robbins & Jessie Goicoechea (2005). The Psychogenesis of the Self and the Emergence of Ethical Relatedness: Klein in Light of Merleau-Ponty. Journal of Theoretical and Philosophical Psychology 25 (2):191-223.
    This paper presents a theory of the emergence of ethical relatedness, which is developed through a synthetic reading of the developmental theories of Melanie Klein and Maurice Merleau-Ponty. Klein's theory of the paranoid-schizoid and depressive positions are found to roughly parallel Merleau-Ponty's distinction between the "lived" and the "symbolic." With the additional contributions of Thomas Ogden and Martin C. Dillon, the theories of Klein and Merleau-Ponty are refined to accommodate the insights of each developmental perspective. Implications of (...)
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  29.  6
    M. Falek, M. Merad & M. Moumni (2015). Klein Paradox for the Bosonic Equation in the Presence of Minimal Length. Foundations of Physics 45 (5):507-524.
    We present an exact solution of the one-dimensional modified Klein Gordon and Duffin Kemmer Petiau equations with a step potential in the presence of minimal length in the uncertainty relation, where the expressions of the new transmission and reflection coefficients are determined for all cases. As an application, the Klein paradox in the presence of minimal length is discussed for all equations.
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  30.  65
    Daniel Howard-Snyder (2001). Review of David O'Connor, God and Inscrutable Evil. [REVIEW] Philosophical Review.
    This is a critical review of David O'Connor's book, God and Inscrutable Evil.
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  31.  5
    Mário J. Edmundo & Pantelis E. Eleftheriou (2007). The Universal Covering Homomorphism in o‐Minimal Expansions of Groups. Mathematical Logic Quarterly 53 (6):571-582.
    Suppose G is a definably connected, definable group in an o-minimal expansion of an ordered group. We show that the o-minimal universal covering homomorphism equation image: equation image→ G is a locally definable covering homomorphism and π1 is isomorphic to the o-minimal fundamental group π of G defined using locally definable covering homomorphisms.
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  32.  15
    Pantelis E. Eleftheriou (2009). Compact Domination for Groups Definable in Linear o-Minimal Structures. Archive for Mathematical Logic 48 (7):607-623.
    We prove the Compact Domination Conjecture for groups definable in linear o-minimal structures. Namely, we show that every definably compact group G definable in a saturated linear o-minimal expansion of an ordered group is compactly dominated by (G/G 00, m, π), where m is the Haar measure on G/G 00 and π : G → G/G 00 is the canonical group homomorphism.
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  33.  5
    Dugald Macpherson & Charles Steinhorn (1997). Extending Partial Orders on o‐Minimal Structures to Definable Total Orders. Mathematical Logic Quarterly 43 (4):456-464.
    It is shown that if is an o-minimal structure such that is a dense total order and ≾ is a parameter-definable partial order on M, then ≾ has an extension to a definable total order.
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  34.  5
    Chris Miller & James Tyne (2006). Expansions of o-Minimal Structures by Iteration Sequences. Notre Dame Journal of Formal Logic 47 (1):93-99.
    Let P be the ω-orbit of a point under a unary function definable in an o-minimal expansion ℜ of a densely ordered group. If P is monotonically cofinal in the group, and the compositional iterates of the function are cofinal at +\infty in the unary functions definable in ℜ, then the expansion (ℜ, P) has a number of good properties, in particular, every unary set definable in any elementarily equivalent structure is a disjoint union of open intervals and finitely many (...)
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  35.  18
    Pantelis E. Eleftheriou (2013). Non-Standard Lattices and o-Minimal Groups. Bulletin of Symbolic Logic 19 (1):56-76.
    We describe a recent program from the study of definable groups in certain o-minimal structures. A central notion of this program is that of a lattice. We propose a definition of a lattice in an arbitrary first-order structure. We then use it to describe, uniformly, various structure theorems for o-minimal groups, each time recovering a lattice that captures some significant invariant of the group at hand. The analysis first goes through a local level, where a pertinent notion of pregeometry and (...)
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  36.  9
    Janak Ramakrishnan (2010). Uniform Bounds on Growth in o-Minimal Structures. Mathematical Logic Quarterly 56 (4):406-408.
    We prove that a function definable with parameters in an o-minimal structure is bounded away from ∞ as its argument goes to ∞ by a function definable without parameters, and that this new function can be chosen independently of the parameters in the original function. This generalizes a result in [1]. Moreover, this remains true if the argument is taken to approach any element of the structure , and the function has limit any element of the structure.
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  37.  25
    Arnim von Stechow, On the Present Perfect Puzzle.
    In English, the present perfect, unlike future, past, and non-finite perfects, cannot be modified by so-called ‘positional’ adverbials (Comrie 1976, McCoard 1978, a.o.). This phenomenon is known as the present perfect puzzle (Klein 1992).
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  38.  5
    Mário J. Edmundo & Pantelis E. Eleftheriou (2009). Definable Group Extensions in Semi‐Bounded o‐Minimal Structures. Mathematical Logic Quarterly 55 (6):598-604.
    In this note we show: Let R = 〈R, <, +, 0, …〉 be a semi-bounded o-minimal expansion of an ordered group, and G a group definable in R of linear dimension m . Then G is a definable extension of a bounded definable group B by 〈Rm, +〉.
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  39.  10
    Valerio Faraoni & Donovan M. Faraoni (2002). Elimination of the Potential From the Schrödinger and Klein–Gordon Equations by Means of Conformal Transformations. Foundations of Physics 32 (5):773-788.
    The potential term in the Schrödinger equation can be eliminated by means of a conformal transformation, reducing it to an equation for a free particle in a conformally related fictitious configuration space. A conformal transformation can also be applied to the Klein–Gordon equation, which is reduced to an equation for a free massless field in an appropriate (conformally related) spacetime. These procedures arise from the observation that the Jacobi form of the least action principle and the Hamilton–Jacobi equation of (...)
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  40.  3
    Beibut Sh Kulpeshov (2011). Binary Types in ℵ0‐Categorical Weakly o‐Minimal Theories. Mathematical Logic Quarterly 57 (3):246-255.
    Orthogonality of all families of pairwise weakly orthogonal 1-types for ℵ0-categorical weakly o-minimal theories of finite convexity rank has been proved in 6. Here we prove orthogonality of all such families for binary 1-types in an arbitrary ℵ0-categorical weakly o-minimal theory and give an extended criterion for binarity of ℵ0-categorical weakly o-minimal theories . © 2011 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim.
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  41.  5
    Hassan Sfouli (2010). Definability and Nondefinability Results for Certain o-Minimal Structures. Mathematical Logic Quarterly 56 (5):503-507.
    The main goal of this note is to study for certain o-minimal structures the following propriety: for each definable C∞ function g0: [0, 1] → ℝ there is a definable C∞ function g: [–ε, 1] → ℝ, for some ε > 0, such that g = g0 for all x ∈ [0, 1].
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  42.  5
    Janak Ramakrishnan (2010). Maximal Small Extensions of o-Minimal Structures. Mathematical Logic Quarterly 56 (5):470-474.
    A proper elementary extension of a model is called small if it realizes no new types over any finite set in the base model. We answer a question of Marker, and show that it is possible to have an o-minimal structure with a maximal small extension. Our construction yields such a structure for any cardinality. We show that in some cases, notably when the base structure is countable, the maximal small extension has maximal possible cardinality.
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  43.  4
    Roberto Hofmeister Pich (2005). Autorização epistêmica e acidentalidade. Veritas: Revista de Filosofia da PUCRS 50 (4):249-276.
    Esta é uma análise de um item do “externalismo de função própria” de Alvin Plantinga. A seguir, exponho o argumento de Peter Klein, contra o conceito de autorização [warrant] de Plantinga, no qual é mostrado por que ela não contém condições suficientes para o conhecimento, bem como as reações de Plantinga, nas quais se verifica um aprimoramento da mesma teoria. Sugiro uma avaliação teórica dos conteúdos propostos e exponho revisitas à condição do ambiente cognitivo, enfocada no debate. Proponho, ao (...)
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  44.  7
    Y. V. Kononets (2010). Charge Conservation, Klein's Paradox and the Concept of Paulions in the Dirac Electron Theory. Foundations of Physics 40 (5):545-572.
    An algebraic block-diagonalization of the Dirac Hamiltonian in a time-independent external field reveals a charge-index conservation law which forbids the physical phenomena of the Klein paradox type and guarantees a single-particle nature of the Dirac equation in strong external fields. Simultaneously, the method defines simpler quantum-mechanical objects—paulions and antipaulions, whose 2-component wave functions determine the Dirac electron states through exact operator relations. Based on algebraic symmetry, the presented theory leads to a new understanding of the Dirac equation physics, including (...)
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  45.  3
    Lélio Moura Lourenço & Luciana Xavier Senra (2012). A Violência Familiar Como Fator de Risco Para o Bullying Escolar: Contexto E Possibilidades de Intervenção. Aletheia 37:42-56.
    A violência doméstica (VD) ou familiar afeta a população mundial prejudicando a saúde, liberdade e bem-estar de indivíduos, famílias e comunidades. O bullying, um tipo de violência escolar, envolve comportamentos agressivos intencionais e repetitivos, físicos e psicológicos entre pares, visando prej..
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  46.  14
    Edmund Husserl & Marvin Farber (eds.) (1940/1968). Philosophical Essays in Memory of Edmund Husserl. New York, Greenwood Press.
    An approach to phenomenology, by D. Cairns.--Husserl's critique of psychologism: its historic roots and contemporary relevance, by J. Wild.--The ideal of a presuppositionless philosophy, by M. Farber.--On the intentionality of consciousness, by A. Gurwitsch.--The "reality-phenomenon" and reality, by H. Spiegelberg.--The phenomenological concept of "horizon", by H. Kuhn.--Phenomenology and logical empiricism, by F. Kaufmann.--Phenomenology and the history of science, by J. Klein.--Phenomenology and the social sciences, by A. Schuetz.--Art and phenomenology, by F. Kaufmann.--The relation of science to philosophy in the (...)
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  47.  4
    Stefano Leonesi & Carlo Toffalori (2004). On the Boolean Algebras of Definable Sets in Weakly o‐Minimal Theories. Mathematical Logic Quarterly 50 (3):241-248.
    We consider the sets definable in the countable models of a weakly o-minimal theory T of totally ordered structures. We investigate under which conditions their Boolean algebras are isomorphic , in other words when each of these definable sets admits, if infinite, an infinite coinfinite definable subset. We show that this is true if and only if T has no infinite definable discrete subset. We examine the same problem among arbitrary theories of mere linear orders. Finally we prove that, within (...)
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  48.  11
    Pantelis E. Eleftheriou (2010). Groups Definable in Linear o-Minimal Structures: The Non-Compact Case. Journal of Symbolic Logic 75 (1):208-220.
    Let $\scr{M}=\langle M,+,<,0,S\rangle $ be a linear o-minimal expansion of an ordered group, and $G=\langle G,\oplus ,e_{G}\rangle $ an n-dimensional group definable in $\scr{M}$ . We show that if G is definably connected with respect to the t-topology, then it is definably isomorphic to a definable quotient group U/L, for some convex ${\ssf V}\text{-definable}$ subgroup U of $\langle M^{n},+\rangle $ and a lattice L of rank equal to the dimension of the 'compact part' of G.
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  49.  2
    Burt C. Hopkins (2009). Signification et vérité dans les écrits philosophico-mathématiques de Jacob Klein. Methodos 9.
    La manière dont Jacob Klein rend compte de l’historicité propre aux unités de base de la signification dans la pensée de la Grèce ancienne ainsi que de l’Europe moderne est présentée et étudiée en relation au « sens de l'être » dans la pensée phénoménologique heideggerienne et à la conception husserlienne de la signification ontologique instrumentale du calcul symbolique. Sur le fond des reconstructions kleiniennes des nombres éidétiques dans le Sophiste de Platon et de l’ontologie cartésienne des objets mathématiques (...)
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  50.  3
    S. Leonesi & Carlo Toffalori (2003). Omega-Categorical Weakly o-Minimal Expansions of Boolean Lattices. Mathematical Logic Quarterly 49 (4):394.
    We study ω-categorical weakly o-minimal expansions of Boolean lattices. We show that a structure [MATHEMATICAL SCRIPT CAPITAL A] = expanding a Boolean lattice by a finite sequence I of ideals of A closed under the usual Heyting algebra operations is weakly o-minimal if and only if it is ω-categorical, and hence if and only if A/I has only finitely many atoms for every I ∈ ℐ. We propose other related examples of weakly o-minimal ω-categorical models in this framework, and we (...)
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