Results for 'Janina Lindenbaum-Hosiasson'

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  1. Induction Et Analogie: Comparaison de Leur Fondement.Janina Lindenbaum Hosiasson - 1941 - Mind 50 (200):351-365.
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  2.  3
    Induction Et Analogie: Comparison de Leur Fondement.Janina Lindenbaum Hosiasson - 1942 - Journal of Symbolic Logic 7 (1):40-41.
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  3.  13
    Review: Janina Lindenbaum-Hosiasson, On Confirmation. [REVIEW]Ernest Nagel - 1939 - Journal of Symbolic Logic 4 (4):169-169.
  4.  10
    Review: Janina Lindenbaum Hosiasson, Induction Et Analogie: Comparison de Leur Fondement. [REVIEW]Cabl G. Hempel - 1942 - Journal of Symbolic Logic 7 (1):40-41.
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  5.  10
    Lindenbaum-Hosiasson Janina. On Confirmation. Ditto, 5 Pp.Ernest Nagel - 1939 - Journal of Symbolic Logic 4 (4):169-169.
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  6.  5
    Hosiasson Janina Lindenbaum. Induction Et Analogie: Comparaison de Leur Fondement. Mind, N. S. Vol. 50 , Pp. 351–365.Cabl G. Hempel - 1942 - Journal of Symbolic Logic 7 (1):40-41.
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  7.  10
    Review: Janina Hosiasson-Lindenbaum, On Confirmation. [REVIEW]Saunders MacLane - 1941 - Journal of Symbolic Logic 6 (2):63-63.
  8.  6
    Hosiasson-Lindenbaum Janina. On Confirmation.Saunders MacLane - 1941 - Journal of Symbolic Logic 6 (2):63-63.
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  9. Induction Et Analogie.Hosiasson J. Lindenbaum - 1941 - Mind 50:351.
     
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  10.  8
    La Theorie des Probabilites est-elle une Logique Generalisee? Analyse Critique.Ernest Nagel & Janina Hosiasson - 1937 - Journal of Symbolic Logic 2 (1):55.
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  11.  3
    Wahrfcheinlichkeit.Janina Hosiasson - 1935 - Erkenntnis 5 (1):176-177.
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  12.  1
    Wahrscheinlichkeit und Schluß aus Teilprämissen. [REVIEW]Janina Hosiasson - 1935 - Erkenntnis 5 (1):44-45.
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  13.  10
    Hosiasson Janina. La théorie des probabililés est-elle une logique généraliste? Analyst critique. Actes du Congrès International de Philosophie Scientifique, IV Induction et probabilité, Actualités scientifiques et industrielles 391, Hermann & Cie, Paris 1936, pp. 58–64. [REVIEW]Ernest Nagel - 1937 - Journal of Symbolic Logic 2 (1):55-55.
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  14.  22
    Hosiasson-Lindenbaum/Kolmogorov Probability Theory: Solutions to Exercises in Appendix a of Extended Version of “Modus Ponens and Modus Tollens …”.Jordan Howard Sobel - manuscript
  15. Janina Hosiasson-Lindenbaumowa-The Logic of Induction.A. Jedynak - 2001 - Poznan Studies in the Philosophy of the Sciences and the Humanities 74:97-102.
     
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  16. Bemerkungen über die Zurückführung der physischen auf psychische Begriffe.Janina Lindenbaum-Hosiasson - 1937 - Erkenntnis 7 (1):335-341.
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  17.  86
    On Confirmation.Janina Hosiasson-Lindenbaum - 1940 - Journal of Symbolic Logic 5 (4):133-148.
  18.  5
    On Confirmation.Janina Hosiasson-Lindenbaum - 1940 - Journal of Symbolic Logic 6 (2):63-63.
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  19.  16
    Theoretical Aspects of the Advancement of Knowledge.Janina Hosiasson-Lindenbaum - 1948 - Synthese 7 (4/5):253 - 261.
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  20. Diskussionsbemerkungen.Janina Hosiasson-Lindenbaum - 1937 - Erkenntnis 7 (1):364-365.
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  21. Zum eigenen Vortrag.Janina Hosiasson-Lindenbaum - 1937 - Erkenntnis 7 (1):365.
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  22. Zum Vortrag von H. Hempel.Janina Hosiasson-Lindenbaum - 1937 - Erkenntnis 7 (1):364.
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  23.  68
    Conditional Probability in the Light of Qualitative Belief Change.David C. Makinson - 2011 - Journal of Philosophical Logic 40 (2):121 - 153.
    We explore ways in which purely qualitative belief change in the AGM tradition throws light on options in the treatment of conditional probability. First, by helping see why it can be useful to go beyond the ratio rule defining conditional from one-place probability. Second, by clarifying what is at stake in different ways of doing that. Third, by suggesting novel forms of conditional probability corresponding to familiar variants of qualitative belief change, and conversely. Likewise, we explain how recent work on (...)
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  24.  8
    Über Die Beschränktheit der Ausdrucksmittel Deduktiver Theorien.A. Lindenbaum & A. Tarski - 1936 - Journal of Symbolic Logic 1 (3):115-116.
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  25.  34
    The Shattering of an Illusion: The Problem of Competition in Lesbian Relationships.Joyce P. Lindenbaum - 1985 - Feminist Studies 11 (1):85.
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  26.  16
    Über Die Unabhangigkeit des Auswahlaxioms Und Einiger Seiner Folgerungen.Adolf Lindenbaum & Andrzej Mostowski - 1939 - Journal of Symbolic Logic 4 (1):30-31.
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  27.  14
    Actualités de la personne en Mélanésie.Shirley Lindenbaum - 2008 - Cahiers Internationaux de Sociologie 124 (1):83.
    Les anthropologues qui étudient les effets de la « modernité » en Mélanésie ont donné un souffle nouveau à la question de la personne relationnelle. On observe l’apparition de personnes plus individualisées, plus autonomes dans le contexte de la conversion au christianisme, de la consommation de biens et du travail salarié. Comportements sexuels et sensibilités des jeunes se transforment à la faveur de leur expérience d’idées nouvelles sur les rapports amoureux et de formes inédites d’érotisme, bien que toujours soumis à (...)
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  28.  17
    Why Do We Prefer Probabilities Relative to Many Data?J. Hosiasson - 1931 - Mind 40 (157):23-36.
  29.  5
    Philosophy The Philosophy of Biology. By Michael Ruse. London: Hutchinson, 1973 PP 231 £3; £1.85.R. H. Lindenbaum - 1974 - British Journal for the History of Science 7 (3):286-286.
  30.  34
    Adolf Lindenbaum: Notes on His Life, with Bibliography and Selected References.Jan Zygmunt & Robert Purdy - 2014 - Logica Universalis 8 (3-4):285-320.
    Notes on the life of Adolf Lindenbaum, a complete bibliography of his published works, and selected references to his unpublished results.
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  31.  73
    Some Restricted Lindenbaum Theorems Equivalent to the Axiom of Choice.David W. Miller - 2007 - Logica Universalis 1 (1):183-199.
    . Dzik [2] gives a direct proof of the axiom of choice from the generalized Lindenbaum extension theorem LET. The converse is part of every decent logical education. Inspection of Dzik’s proof shows that its premise let attributes a very special version of the Lindenbaum extension property to a very special class of deductive systems, here called Dzik systems. The problem therefore arises of giving a direct proof, not using the axiom of choice, of the conditional . A partial solution (...)
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  32.  23
    Direct Proofs of Lindenbaum Conditionals.René Gazzari - 2014 - Logica Universalis 8 (3-4):321-343.
    We discuss the problem raised by Miller to re-prove the well-known equivalences of some Lindenbaum theorems for deductive systems without an application of the Axiom of Choice. We present five special constructions of deductive systems, each of them providing some partial solutions to the mathematical problem. We conclude with a short discussion of the underlying philosophical problem of deciding, whether a given proof satisfies our demand that the Axiom of Choice is not applied.
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  33.  21
    Functors of Lindenbaum-Tarski, Schematic Interpretations, and Adjoint Cylinders Between Sentential Logics.J. Climent Vidal & J. Soliveres Tur - 2008 - Notre Dame Journal of Formal Logic 49 (2):185-202.
    We prove, by using the concept of schematic interpretation, that the natural embedding from the category ISL, of intuitionistic sentential pretheories and i-congruence classes of morphisms, to the category CSL, of classical sentential pretheories and c-congruence classes of morphisms, has a left adjoint, which is related to the double negation interpretation of Gödel-Gentzen, and a right adjoint, which is related to the Law of Excluded Middle. Moreover, we prove that from the left to the right adjoint there is a pointwise (...)
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  34.  4
    The Sessions on Induction and Probability at the 1935 Paris Congress: An Overview.Maria Carla Galavotti - 2018 - Philosophia Scientiæ. Travaux d'Histoire Et de Philosophie des Sciences 22:213-232.
    Le premier Congrès pour l’unité de la science qui s’est tenu à Paris en 1935 comprenait deux sessions, consacrées l’une à l’induction, l’autre aux probabilités. Des représentants éminents du mouvement pour une philosophie scientifique ont présenté des communications dans ces sessions: dans la première sont intervenus Hans Reichenbach, Moritz Schlick et Rudolf Carnap, dans la seconde, Reichenbach, Bruno de Finetti, Zygmunt Zawirski, Schlick et Janina Hosiasson, — dans cet ordre. Les sujets abordés concernaient la nature des lois scientifiques, le (...)
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  35.  50
    Remarks on the Scott–Lindenbaum Theorem.Gillman Payette & Peter K. Schotch - 2014 - Studia Logica 102 (5):1003-1020.
    In the late 1960s and early 1970s, Dana Scott introduced a kind of generalization (or perhaps simplification would be a better description) of the notion of inference, familiar from Gentzen, in which one may consider multiple conclusions rather than single formulas. Scott used this idea to good effect in a number of projects including the axiomatization of many-valued logics (of various kinds) and a reconsideration of the motivation of C.I. Lewis. Since he left the subject it has been vigorously prosecuted (...)
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  36.  3
    Uniform Density in Lindenbaum Algebras.V. Yu Shavrukov & Albert Visser - 2014 - Notre Dame Journal of Formal Logic 55 (4):569-582.
    In this paper we prove that the preordering $\lesssim $ of provable implication over any recursively enumerable theory $T$ containing a modicum of arithmetic is uniformly dense. This means that we can find a recursive extensional density function $F$ for $\lesssim $. A recursive function $F$ is a density function if it computes, for $A$ and $B$ with $A\lnsim B$, an element $C$ such that $A\lnsim C\lnsim B$. The function is extensional if it preserves $T$-provable equivalence. Secondly, we prove a (...)
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  37.  23
    On the Linear Lindenbaum Algebra of Basic Propositional Logic.Majid Alizadeh & Mohammad Ardeshir - 2004 - Mathematical Logic Quarterly 50 (1):65.
    We study the linear Lindenbaum algebra of Basic Propositional Calculus, called linear basic algebra.
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  38.  9
    Lindenbaum Algebras of Intuitionistic Theories and Free Categories.Peter Freyd, Harvey Friedman & Andre Scedrov - 1987 - Annals of Pure and Applied Logic 35 (2):167-172.
    We consider formal theories synonymous with various free categories . Their Lindenbaum algebras may be described as the lattices of subobjects of a terminator. These theories have intuitionistic logic. We show that the Lindenbaum algebras of second order and higher order arithmetic , and set theory are not isomorphic to the Lindenbaum algebras of first order theories such as arithmetic . We also show that there are only five kernels of representations of the free Heyting algebra on one generator in (...)
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  39.  22
    Quantum Logics and Lindenbaum Property.Roberto Giuntini - 1987 - Studia Logica 46 (1):17 - 35.
    This paper will take into account the Lindenbaum property in Orthomodular Quantum Logic (OQL) and Partial Classical Logic (PCL). The Lindenbaum property has an interest both from a logical and a physical point of view since it has to do with the problem of the completeness of quantum theory and with the possibility of extending any semantically non-contradictory set of formulas to a semantically non-contradictory complete set of formulas. The main purpose of this paper is to show that both OQL (...)
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  40. Lindenbaum, Adolf.Jan Woleński - 2015 - Internet Encyclopedia of Philosophy.
    Adolf Lindenbaum Adolf Lindenbaum was a Polish mathematician and logician who worked in topology, set theory, metalogic, general metamathematics and the foundations of mathematics. He represented an attitude typical of the Polish Mathematical School, consisting of using all admissible methods, independently of whether they were finitary. For example, the axiom of choice was freely applied, … Continue reading Lindenbaum, Adolf →.
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  41.  19
    Speakers: Witold Marciszewski, Janina Wojnar-Sujecka, Klemens Szaniawski, Alicja Kuczyńska, Jerzy Kmita, Mieczysław Michalik, Andrzej Grzegorczyk, Zdzisław Augustynek, and Jerzy Ładyka.Witold Marciszewski, Janina Wojnar-Sujecka, Klemens Szaniawski, Alicja Kuczyńska, Jerzy Kmita & Mieczysław Michalik - 1977 - Dialectics and Humanism 4 (4):14-27.
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  42.  5
    Janina WELLMANN, The Form of Becoming : Embryology and the Epistemology of Rhythm, 1760-1830.Nick Lambrianou - forthcoming - Rhuthmos.
    This review was first published in RADICAL PHILOSOPHY 2.04 / Spring 2019, pp. 101-104. Janina Wellmann, The Form of Becoming : Embryology and the Epistemology of Rhythm, 1760-1830, trans. Kate Sturge. 424 pp. Janina Wellmann's ambitious, cross-disciplinary book, first published in German in 2010, sets out to achieve two main aims. First, it attempts to retell and reframe the emergence of a somewhat neglected discourse around rhythm, form and becoming as it - Recensions.
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  43.  23
    The Lindenbaum Algebra of the Theory of the Class of All Finite Models.Steffen Lempp, Mikhail Peretyat'kin & Reed Solomon - 2002 - Journal of Mathematical Logic 2 (02):145-225.
    In this paper, we investigate the Lindenbaum algebra ℒ of the theory T fin = Th of the class M fin of all finite models of a finite rich signature. We prove that this algebra is an atomic Boolean algebra while its Gödel numeration γ is a [Formula: see text]-numeration. Moreover, the quotient algebra /ℱ, γ/ℱ) modulo the Fréchet ideal ℱ is a [Formula: see text]-algebra, which is universal over the class of all [Formula: see text] Boolean algebras. These conditions (...)
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  44.  20
    'To Love and to Be Loved': Janina Bauman's Ordinary Life.Peter Beilharz & Sian Supski - 2011 - Thesis Eleven 107 (1):101-105.
    Janina Bauman was a sociologist of everyday life. Her autobiographical texts, Winter in the Morning (1986), A Dream of Belonging (1988), and the synthetic volume Beyond These Walls (2006), manage a kind of personal poignancy combined with world-historic content and attention to the detail of everyday life that sets her work apart. This essay responds to these attributes and offers a contribution to her remembrance as a writer, an actor in and observer of everyday life in Warsaw and Leeds (...)
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  45.  13
    Craig-Godel-Lindenbaum's Property and Sobocinski-Tarski's Property in Propositional Calculi.Teodor Stepien - 1981 - Bulletin of the Section of Logic 10 (3):116-120.
    In the paper we give a sucient condition of the Interpolation Property in propositional calculi; then we establish the power of the class of the systems with Craig's property. Next we show that there does not exist a minimal R0-system with Craig-Godel-Lindenbaum's property. Finally, we generalize Sobocinski-Tarskis theorem concerning Sobocinski-Tarski's property.
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  46.  6
    Janina WELLMANN, Die Form des Werdens. Eine Kulturgeschichte der Embryologie 1760-1830.Pascal Michon - forthcoming - Rhuthmos.
    This review has already been published as part of a larger book. J. Wellmann, Die Form des Werdens. Eine Kulturgeschichte der Embryologie 1760-1830, Göttingen, Wallstein, 2010, 429 p. In a book that was only recently translated into English, Janina Wellmann has claimed that around 1800 the concept of rhythm emerged and penetrated the entire Western culture. In literature, in theoretical reflection on art, in philosophy, and above all in the newest life sciences, rhythm became, she - Recensions.
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  47.  7
    Janina WELLMANN, Die Form des Werdens. Eine Kulturgeschichte der Embryologie 1760-1830.Claire Gantet - forthcoming - Rhuthmos.
    Cette recension a déjà paru dans la Revue de l'Institut français d'histoire en Allemagne, le 1er janvier 2011. Janina Wellmann, Die Form des Werdens. Eine Kulturgeschichte der Embryologie 1760-1830, Göttingen, Wallstein, 2010, 429 p. Dans cet ouvrage tiré d'une thèse, Janina Wellmann s'attache à une période-clef, les années 1760 à 1830, au cours desquelles la biologie fut définie comme science du vivant. Dorénavant, les savants ne s'attachèrent plus tant à collectionner, dresser des inventaires et - Recensions.
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  48.  7
    On Number of Lindenbaum's Oversystems of Propositional and Predicate Calculi.Teodor Stepień - 1985 - Mathematical Logic Quarterly 31 (21‐23):333-344.
    The present paper is a continuation of [6] and [7]. Thus the content of this paper is the following. At first we establish properties of systems S 2 n and S 2∗ n , where systems S 2 n and S 2∗ n are extensions of Rasiowa-S lupecki’s systems Sn and S ∗ n . Then we shall show that for every cardinal number m there exist a system ST 4 m of propositional calculus and a system SP 4 m (...)
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  49.  5
    Johann Georg Hamann: Fliegender Brief. Historisch kritische Ausgabe. Mit einer Einführung, Kommentar und Dokumenten zur Entstehungsgeschichte, hrsg. v. Janina Reibold. – Erster Band: Edition. fol. Zwe. [REVIEW]Wilhelm Schmidt-Biggemann - 2020 - Philosophische Rundschau 67 (1):70.
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  50. Review: Janina Bauman, Beyond These Walls: Escaping the Warsaw Ghetto — A Young Girl's Story. [REVIEW]Sian Supski - 2008 - Thesis Eleven 93 (1):130-133.
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