Results for 'Pair of envelopes'

981 found
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  1.  62
    Perspectives on a Pair of Envelopes.Piers Rawling - 1997 - Theory and Decision 43 (3):253-277.
    The two envelopes problem has generated a significant number of publications (I have benefitted from reading many of them, only some of which I cite; see the epilogue for a historical note). Part of my purpose here is to provide a review of previous results (with somewhat simpler demonstrations). In addition, I hope to clear up what I see as some misconceptions concerning the problem. Within a countably additive probability framework, the problem illustrates a breakdown of dominance with respect (...)
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  2.  7
    Anthony S. Gillies.An Adams-Pair - 2012 - In Gillian Russell Delia Graff Fara (ed.), The Routledge Companion to Philosophy of Language. Routledge. pp. 449.
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  3. The importance of Urie Bronfenbrenner's bioecological theory for early childhood education.R. H. Tudge Jonathan, A. Mercon-Vargas Elisa & Ayse Pair Yue Liang - 2017 - In Lynn E. Cohen & Sandra Waite-Stupiansky (eds.), Theories of early childhood education: developmental, behaviorist, and critical. New York, NY: Routledge.
     
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  4. Computer Science, a New Dimension of Contemporary Science.Mario Borillo & Claude Pair - 1979 - In Vittorio Mathieu & Paolo Rossi (eds.), Scientia. Scientia Verlag. pp. 343.
  5.  27
    Dissociation between the cognitive process and the phenomenological experience of TOT: Effect of the anxiolytic drug lorazepam on TOT states.Elisabeth Bacon, Bennett L. Schwartz, Laurence Paire-Ficout & Marie Izaute - 2007 - Consciousness and Cognition 16 (2):360-373.
    TOT states may be viewed as a temporary and reversible microamnesia. We investigated the effects of lorazepam on TOT states in response to general knowledge questions. The lorazepam participants produced more commission errors and more TOTs following commission errors than the placebo participants . The resolution of the TOTs was unimpaired by the drug. Neither feeling-of-knowing accuracy nor recognition were affected by lorazepam. The higher level of incorrect recalls produced by lorazepam participants may be due to the fact that they (...)
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  6.  9
    Measuring the Cognitive Workload During Dual-Task Walking in Young Adults: A Combination of Neurophysiological and Subjective Measures.Isabelle Hoang, Maud Ranchet, Romain Derollepot, Fabien Moreau & Laurence Paire-Ficout - 2020 - Frontiers in Human Neuroscience 14.
    Background: Walking while performing a secondary task walking) increases cognitive workload in young adults. To date, few studies have used neurophysiological measures in combination to subjective measures to assess cognitive workload during a walking task. This combined approach can provide more insights into the amount of cognitive resources in relation with the perceived mental effort involving in a walking task.Research Question: The objective was to examine cognitive workload in young adults during walking conditions varying in complexity.Methods: Twenty-five young adults performed (...)
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  7.  7
    De vita Mosis I: an introduction with text, translation, and notes.Philo Of Alexandria - 2023 - Waco, Texas: Baylor University Press. Edited by Jeffrey Michael Hunt & Philo.
    This volume, a translation of book 1 of Philo of Alexandria's De vita Mosis, with introduction and commentary, aims to introduce new readers, both students and scholars, to Philo of Alexandria through what is widely considered to be one of his most accessible works and one that Philo himself may have intended for readers unfamiliar with Judaism. The introduction provides historical, intellectual, and religious context for Philo, discusses major issues of scholarly interest, considers the relation of De vita Mosis to (...)
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  8.  6
    Budding of enveloped viruses from the plasma membrane.Tamarra L. Cadd, Ulrica Skoging & Peter Liljeström - 1997 - Bioessays 19 (11):993-1000.
    Many enveloped viruses are released from infected cells by maturing and budding at the plasma membrane. During this process, viral core components are incorporated into membrane vesicles that contain viral transmembrane proteins, termed ‘spike’ proteins. For many years these spike proteins, which are required for infectivity, were believed to be incorporated into virions via a direct interaction between their cytoplasmic domains and viral core components. More recent evidence shows that, while such direct interactions drive budding of alphaviruses, this may not (...)
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  9. THIS IS NICE OF YOU. Introduction by Ben Segal.Gary Lutz - 2011 - Continent 1 (1):43-51.
    Reproduced with the kind permission of the author. Currently available in the collection I Looked Alive . © 2010 The Brooklyn Rail/Black Square Editions | ISBN 978-1934029-07-7 Originally published 2003 Four Walls Eight Windows. continent. 1.1 (2011): 43-51. Introduction Ben Segal What interests me is instigated language, language dishabituated from its ordinary doings, language startled by itself. I don't know where that sort of interest locates me, or leaves me, but a lot of the books I see in the stores (...)
     
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  10.  29
    Lovely pairs of models.Itay Ben-Yaacov, Anand Pillay & Evgueni Vassiliev - 2003 - Annals of Pure and Applied Logic 122 (1-3):235-261.
    We introduce the notion of a lovely pair of models of a simple theory T, generalizing Poizat's “belles paires” of models of a stable theory and the third author's “generic pairs” of models of an SU-rank 1 theory. We characterize when a saturated model of the theory TP of lovely pairs is a lovely pair , finding an analog of the nonfinite cover property for simple theories. We show that, under these hypotheses, TP is also simple, and we (...)
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  11.  24
    Generic pairs of SU-rank 1 structures.Evgueni Vassiliev - 2003 - Annals of Pure and Applied Logic 120 (1-3):103-149.
    For a supersimple SU-rank 1 theory T we introduce the notion of a generic elementary pair of models of T . We show that the theory T* of all generic T-pairs is complete and supersimple. In the strongly minimal case, T* coincides with the theory of infinite dimensional pairs, which was used in 1184–1194) to study the geometric properties of T. In our SU-rank 1 setting, we use T* for the same purpose. In particular, we obtain a characterization of (...)
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  12.  13
    Baroque Naturalism in Benjamin and Deleuze: The Art of Least Distances.Tim Flanagan - 2021 - Springer Verlag.
    ​This book, itself a study of two books on the Baroque, proposes a pair of related theses: one interpretive, the other argumentative. The first, enveloped in the second, holds that the significance of allegory Gilles Deleuze recognized in Walter Benjamin’s 1928 monograph on seventeenth century drama is itself attested in key aspects of Kantian, Leibnizian, and Platonic philosophy. The second, enveloping the first, is a literalist claim about predication itself – namely, that the aesthetics of agitation and hallucination so (...)
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  13.  31
    Pairs of recursive structures.C. J. Ash & J. F. Knight - 1990 - Annals of Pure and Applied Logic 46 (3):211-234.
  14.  2
    Classifying pairs of equivalence relations.Carlo Toffalori - 1991 - Notre Dame Journal of Formal Logic 32 (4):637-650.
  15. Lovely pairs of models: the non first order case.Itaï Ben Yaacov - 2004 - Journal of Symbolic Logic 69 (3):641-662.
    We prove that for every simple theory $T$ (or even simple thick compact abstract theory) there is a (unique) compact abstract theory $T^fP$ whose saturated models are the lovely pairs of $T$. Independence-theoretic results that were proved in [Ben Yaacov, Pillay, Vassiliev - Lovely pairs of models] when $T^fP$ is a first order theory are proved for the general case: in particular $T^fP$ is simple and we characterise independence.
     
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  16.  13
    Pairs of computable structures.C. J. Ash & J. F. Knight - 1990 - Annals of Pure and Applied Logic 46 (3):211-234.
  17.  49
    Maximal pairs of c.e. reals in the computably Lipschitz degrees.Yun Fan & Liang Yu - 2011 - Annals of Pure and Applied Logic 162 (5):357-366.
    Computably Lipschitz reducibility , was suggested as a measure of relative randomness. We say α≤clβ if α is Turing reducible to β with oracle use on x bounded by x+c. In this paper, we prove that for any non-computable real, there exists a c.e. real so that no c.e. real can cl-compute both of them. So every non-computable c.e. real is the half of a cl-maximal pair of c.e. reals.
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  18.  20
    On pairs of free modules over a Dedekind domain.Saverio Cittadini & Carlo Toffalori - 2006 - Archive for Mathematical Logic 45 (1):75-95.
    The study of pairs of modules (over a Dedekind domain) arises from two different perspectives, as a starting step in the analysis of tuples of submodules of a given module, or also as a particular case in the analysis of Abelian structures made by two modules and a morphism between them. We discuss how these two perspectives converge to pairs of modules, and we follow the latter one to obtain an alternative approach to the classification of pairs of torsionfree objects. (...)
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  19.  25
    Conjugate pair of representations in chaos and quantum mechanics.Kazuhisa Tomita - 1987 - Foundations of Physics 17 (7):699-711.
    Being based on the observation that a conjugate pair of representations, or dual logic, is a necessity under the presence of chaos, a new interpretation of quantum theory is proposed as describingproto-chaos. This chaos has to be a result of basic nonlinearity in the dynamic structure, of which, however, the nonchaotic phase seems to lie ourside the reach of experimental technique, thus the term proto-chaos. Nevertheless, assuming no extra degrees of freedom, the interpretation clarifies a number of riddles posed (...)
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  20.  34
    On Pairs of Dual Consequence Operations.Urszula Wybraniec-Skardowska & Jacek Waldmajer - 2011 - Logica Universalis 5 (2):177-203.
    In the paper, the authors discuss two kinds of consequence operations characterized axiomatically. The first one are consequence operations of the type Cn + that, in the intuitive sense, are infallible operations, always leading from accepted (true) sentences of a deductive system to accepted (true) sentences of the deductive system (see Tarski in Monatshefte für Mathematik und Physik 37:361–404, 1930, Comptes Rendus des Séances De la Société des Sciences et des Lettres de Varsovie 23:22–29, 1930; Pogorzelski and Słupecki in Stud (...)
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  21. Facilitation in recognizing pairs of words: Evidence of a dependence between retrieval operations.David E. Meyer & Roger W. Schvaneveldt - 1971 - Journal of Experimental Psychology 90 (2):227.
  22.  13
    Pairs of Genetically Unrelated Look-Alikes.Nancy L. Segal, Brittney A. Hernandez, Jamie L. Graham & Ulrich Ettinger - 2018 - Human Nature 29 (4):402-417.
    Relationships of physical resemblance to personality similarity and social affiliation have generated considerable discussion among behavioral science researchers. A “twin-like” experimental design explores associations among resemblance in appearance, the Big Five personality traits, self-esteem, and social attraction within an evolutionary framework. The Personality for Professionals Inventory, NEO/NEO-FFI-3, Rosenberg Self-Esteem Scale, and a Social Relationship Survey were variously completed by 45 U-LA pairs, identified from the “I’m Not a Look-Alike” project, Mentorn Media, and personal referrals. The mean U-LA intraclass correlations were (...)
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  23.  12
    Pairing of the transfer experiment with the kindling paradigm: A summary of results.John Gaito - 1976 - Bulletin of the Psychonomic Society 7 (1):50-52.
  24. Complementary pair of quasi-antiorders.S. Crvenkovic, M. Mitrovic & D. Romano - 2010 - Reports on Mathematical Logic:135-142.
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  25.  52
    On lovely pairs of geometric structures.Alexander Berenstein & Evgueni Vassiliev - 2010 - Annals of Pure and Applied Logic 161 (7):866-878.
    We study the theory of lovely pairs of geometric structures, in particular o-minimal structures. We use the pairs to isolate a class of geometric structures called weakly locally modular which generalizes the class of linear structures in the settings of SU-rank one theories and o-minimal theories. For o-minimal theories, we use the Peterzil–Starchenko trichotomy theorem to characterize for a sufficiently general point, the local geometry around it in terms of the thorn U-rank of its type inside a lovely pair.
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  26.  79
    Lovely pairs of models: the non first order case.Itay Ben-Yaacov - 2004 - Journal of Symbolic Logic 69 (3):641-662.
    We prove that for every simple theory T there is a compact abstract theory T.
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  27.  17
    Elementary pairs of models.Elisabeth Bouscaren - 1989 - Annals of Pure and Applied Logic 45 (2):129-137.
  28. Pairs of O-minimal structures.Y. Baisalov & B. Poizat - 1998 - Journal of Symbolic Logic 63 (2):570-578.
  29.  12
    Simple Pairs of Equivalence Relations.Carlo Toffalori - 1991 - Mathematical Logic Quarterly 37 (26‐30):401-410.
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  30.  23
    Simple Pairs of Equivalence Relations.Carlo Toffalori - 1991 - Mathematical Logic Quarterly 37 (26-30):401-410.
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  31. Elementary pairs of pseudo-finite fields: Counting completions.Helene Lejeune - 2000 - Journal of Symbolic Logic 65 (2):705-718.
  32. Pairs of negative syllogistic premises yielding conclusions.Aristotelian Logic - forthcoming - Logique Et Analyse.
     
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  33.  23
    Partitioning pairs of countable sets of ordinals.Dan Velleman - 1990 - Journal of Symbolic Logic 55 (3):1019-1021.
  34. Three pairs of Brothers and sisters in Francis's canticle of the creatures.Mark Weaver - 2008 - Miscellanea Francescana 108 (1-2):260-271.
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  35.  9
    A Pair of Primitive Rules for the Sentential Calculus.Philip Webb - 1970 - Mathematical Logic Quarterly 16 (8):439-446.
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  36.  17
    Dimensions, matroids, and dense pairs of first-order structures.Antongiulio Fornasiero - 2011 - Annals of Pure and Applied Logic 162 (7):514-543.
    A structure M is pregeometric if the algebraic closure is a pregeometry in all structures elementarily equivalent to M. We define a generalisation: structures with an existential matroid. The main examples are superstable groups of Lascar U-rank a power of ω and d-minimal expansion of fields. Ultraproducts of pregeometric structures expanding an integral domain, while not pregeometric in general, do have a unique existential matroid. Generalising previous results by van den Dries, we define dense elementary pairs of structures expanding an (...)
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  37. Pairs of Negative Syllogistic Premises Yielding Conclusions.H. Johnstone - 1979 - Logique Et Analyse 85 (85):86.
     
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  38. Pairs of negative syllogistic premises yielding conclusions.Henry W. Johnstone - 1979 - Logique Et Analyse 22 (85):109.
     
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  39.  11
    Universal pairs of regressive isols.Judith Gersting - 1975 - Notre Dame Journal of Formal Logic 16 (3):409-414.
  40.  12
    A Pair of Naṣoraean CommentariesA Pair of Nasoraean Commentaries.Jonas C. Greenfield & E. S. Drower - 1970 - Journal of the American Oriental Society 90 (2):339.
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  41. On minimal pairs of enumeration degrees.Kevin McEvoy & S. Barry Cooper - 1985 - Journal of Symbolic Logic 50 (4):983-1001.
  42.  44
    A minimal pair of recursively enumerable degrees.C. E. M. Yates - 1966 - Journal of Symbolic Logic 31 (2):159-168.
  43.  37
    The uniqueness of envelopes in ℵ0-categorical, ℵ0-stable structures.James Loveys - 1984 - Journal of Symbolic Logic 49 (4):1171 - 1184.
  44.  14
    The Uniqueness of Envelopes in $aleph0$-Categorical, $aleph0$-Stable Structures.James Loveys - 1984 - Journal of Symbolic Logic 49 (4):1171-1184.
  45.  54
    Leibniz-linked Pairs of Deductive Systems.Josep Maria Font & Ramon Jansana - 2011 - Studia Logica 99 (1-3):171-202.
    A pair of deductive systems (S,S’) is Leibniz-linked when S’ is an extension of S and on every algebra there is a map sending each filter of S to a filter of S’ with the same Leibniz congruence. We study this generalization to arbitrary deductive systems of the notion of the strong version of a protoalgebraic deductive system, studied in earlier papers, and of some results recently found for particular non-protoalgebraic deductive systems. The necessary examples and counterexamples found in (...)
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  46.  26
    The canonical pairs of bounded depth Frege systems.Pavel Pudlák - 2021 - Annals of Pure and Applied Logic 172 (2):102892.
    The canonical pair of a proof system P is the pair of disjoint NP sets where one set is the set of all satisfiable CNF formulas and the other is the set of CNF formulas that have P-proofs bounded by some polynomial. We give a combinatorial characterization of the canonical pairs of depth d Frege systems. Our characterization is based on certain games, introduced in this article, that are parametrized by a number k, also called the depth. We (...)
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  47.  43
    Joint Action of a Pair of Rowers in a Race: Shared Experiences of Effectiveness Are Shaped by Interpersonal Mechanical States.Mehdi R’Kiouak, Jacques Saury, Marc Durand & Jérôme Bourbousson - 2016 - Frontiers in Psychology 7.
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  48.  9
    Definable groups in dense pairs of geometric structures.Alexander Berenstein & Evgueni Vassiliev - 2022 - Archive for Mathematical Logic 61 (3):345-372.
    We study definable groups in dense/codense expansions of geometric theories with a new predicate P such as lovely pairs and expansions of fields by groups with the Mann property. We show that in such expansions, large definable subgroups of groups definable in the original language \ are also \-definable, and definably amenable \-definable groups remain amenable in the expansion. We also show that if the underlying geometric theory is NIP, and G is a group definable in a model of T, (...)
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  49.  24
    A Groszek‐Laver pair of undistinguishable ‐classes.Mohammad Golshani, Vladimir Kanovei & Vassily Lyubetsky - 2017 - Mathematical Logic Quarterly 63 (1-2):19-31.
    A generic extension of the constructible universe by reals is defined, in which the union of ‐classes of x and y is a lightface set, but neither of these two ‐classes is separately ordinal‐definable.
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  50.  19
    Leibniz-linked Pairs of Deductive Systems.Ramon Jansana - 2011 - Studia Logica 99 (1-3):1-27.
    A pair of deductive systems (S,S’) is Leibniz-linked when S’ is an extension of S and on every algebra there is a map sending each filter of S to a filter of S’ with the same Leibniz congruence. We study this generalization to arbitrary deductive systems of the notion of the strong version of a protoalgebraic deductive system, studied in earlier papers, and of some results recently found for particular non-protoalgebraic deductive systems. The necessary examples and counterexamples found in (...)
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