Results for ' Acupuncture points'

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  1.  11
    Acupuncture Points of Mathematical Education of Philosophers: Contexts of the Worldview of the New Century.V. A. Erovenko - 2014 - Liberal Arts in Russia 3 (6):457.
    The article examines the current state of the mathematical education of the students-philosophers that depends on language of the humanitarian mathematics, evidence of its statements and methodological problem of the cognition of the mathematical facts. One of important tasks of philosophy of mathematical education consists in motivation of the need for training mathematics of students-philosophers. The main criterion of the usefulness of mathematics for philosophers is revealed in the ways of justification of its truth and completeness of reasoning of mathematical (...)
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  2.  18
    Commentary: Differential Cerebral Response to Somatosensory Stimulation of an Acupuncture Point vs. Two Non-Acupuncture Points Measured with EEG and fMRI.Yiu Ming Wong - 2016 - Frontiers in Human Neuroscience 10.
  3.  29
    Differential cerebral response to somatosensory stimulation of an acupuncture point vs. two non-acupuncture points measured with EEG and fMRI.Till Nierhaus, Daniel Pach, Wenjing Huang, Xiangyu Long, Vitaly Napadow, Stephanie Roll, Fanrong Liang, Burkhard Pleger, Arno Villringer & Claudia M. Witt - 2015 - Frontiers in Human Neuroscience 9.
  4. Points east and west: Acupuncture and comparative philosophy of science.Douglas Allchin - 1996 - Philosophy of Science 63 (3):115.
    Acupuncture, the traditional Chinese practice of needling to alleviate pain, offers a striking case where scientific accounts in two cultures, East and West, diverge sharply. Yet the Chinese comfortably embrace the apparent ontological incommensurability. Their pragmatic posture resonates with the New Experimentalism in the West--but with some provocative differences. The development of acupuncture in China (and not in the West) further suggests general research strategies in the context of discovery. My analysis also exemplifies how one might fruitfully pursue (...)
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  5.  13
    Points East and West: Acupuncture and Comparative Philosophy of Science.Douglas Allchin - 1996 - Philosophy of Science 63 (5):S107-S115.
    Acupuncture, the traditional Chinese practice of needling to alleviate pain, offers a striking case where scientific accounts in two cultures, East and West, diverge sharply. Yet the Chinese comfortably embrace the apparent ontological incommensurability. Their pragmatic posture resonates with the New Experimentalism in the West--but with some provocative differences. The development of acupuncture in China further suggests general research strategies in the context of discovery. My analysis also exemplifies how one might fruitfully pursue a comparative philosophy of science (...)
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  6.  20
    Ultrasonic Acupuncture and the Correlation Between Acupuncture Stimulation and the Activation of Associated Brain Cortices Using Functional Magnetic Resonance Imaging.Joie P. Jones - 2002 - Bulletin of Science, Technology and Society 22 (5):362-370.
    Using medical imaging techniques, such as fMRI, the stimulation of certain acupuncture points can be shown to correlate with activity in corresponding regions of the brain. Identical activity is also seen if the acupoint is stimulated with a pulse of ultrasound rather than a needle. This article reviews the advantages offered by ultrasonic acupuncture and the impact on the practice of acupuncture.
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  7. Andrea peghinelli.Point in British Contemporary Drama - 2012 - Journal for Communication and Culture 2 (1):20-30.
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  8. Areas of Specialization.Point Ap & Men T. S. - forthcoming - Philosophy.
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  9.  9
    Corrigendum to F. Point, Existentially closed ordered difference fields and rings.Françoise Point - 2015 - Mathematical Logic Quarterly 61 (1-2):117-119.
    This corrigendum concerns [, § ] on ordered difference existentially closed valued fields where we overlooked the problem of immediate extensions.
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  10. Analysis of Searle's philosophy of mind and critique from a neo-confucian point of view Chung-Ying Cheng.Critique From A. Neo-Confucian Point - 2008 - In Michael Krausz (ed.), Searle's Philosophy and Chinese Philosophy: Constructive Engagement. Brill Academic Publishers. pp. 33.
     
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  11. Part 1 ur-texts and starting points.Starting Points - 2000 - In Mike Crang & N. J. Thrift (eds.), Thinking Space. Routledge. pp. 9--31.
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  12.  21
    Essentially periodic ordered groups.Françoise Point & Frank O. Wagner - 2000 - Annals of Pure and Applied Logic 105 (1-3):261-291.
    A totally ordered group G is essentially periodic if for every definable non-trivial convex subgroup H of G every definable subset of G is equal to a finite union of cosets of subgroups of G on some interval containing an end segment of H; it is coset-minimal if all definable subsets are equal to a finite union of cosets, intersected with intervals. We study definable sets and functions in such groups, and relate them to the quasi-o-minimal groups introduced in Belegradek (...)
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  13.  24
    Thinking the Problem: From Dewey to Hegel.Christophe Point & Jean-Baptiste Vuillerod - 2020 - Transactions of the Charles S. Peirce Society 55 (4):408-428.
    It is known today that Hegel's philosophy was at the center of the development of pragmatism. In particular, the relation of Dewey's philosophy to Hegel's has recently been studied with great attention1. Many studies have revealed that the German philosopher had a fundamental influence on the young John Dewey, particularly with regard to his theory of culture, for his logic, as well as for his psychology. These new readings propose a profoundly original view of Dewey and explain why he thought (...)
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  14.  19
    Ultraproducts and Chevalley groups.Françoise Point - 1999 - Archive for Mathematical Logic 38 (6):355-372.
    Given a simple non-trivial finite-dimensional Lie algebra L, fields $K_i$ and Chevalley groups $L(K_i)$ , we first prove that $\Pi_{\mathcal{U}} L(K_i)$ is isomorphic to $L(\Pi_{\mathcal{U}}K_i)$ . Then we consider the case of Chevalley groups of twisted type ${}^n\!L$ . We obtain a result analogous to the previous one. Given perfect fields $K_i$ having the property that any element is either a square or the opposite of a square and Chevalley groups ${}^n\!L(K_i)$ , then $\pu{}^n\!L(K_i)$ is isomorphic to ${}^n\!L(\pu K_i)$ . (...)
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  15.  30
    Quelle valeur a notre enseignement aux yeux des élèves? Prolongement de la théorie de la valuation de Dewey dans la réflexion pédagogique.Christophe Point - 2017 - Les ateliers de l'éthique/The Ethics Forum 12 (1):4-20.
    Le présent article examine la façon dont John Dewey a entrepris de poser le problème de la valuation et de ses conséquences au sein de sa théorie de l’éducation. Plus spécifiquement, nous voudrions montrer que son effort pour repenser l’articulation des moyens et des fins du processus de valuation contribue à repenser l’enquête morale. Celle-ci, si elle fait alors l’objet d’une pédagogie qui met au centre l’expérience vécue du sujet, nous oblige à concevoir à nouveaux frais les valeurs que nous (...)
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  16.  13
    Definability of types and VC density in differential topological fields.Françoise Point - 2018 - Archive for Mathematical Logic 57 (7-8):809-828.
    Given a model-complete theory of topological fields, we considered its generic differential expansions and under a certain hypothesis of largeness, we axiomatised the class of existentially closed ones. Here we show that a density result for definable types over definably closed subsets in such differential topological fields. Then we show two transfer results, one on the VC-density and the other one, on the combinatorial property NTP2.
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  17.  18
    Existentially closed ordered difference fields and rings.Françoise Point - 2010 - Mathematical Logic Quarterly 56 (3):239-256.
    We describe classes of existentially closed ordered difference fields and rings. We show an Ax-Kochen type result for a class of valued ordered difference fields.
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  18. On Decidable Extensions of Presburger Arithmetic: From A. Bertrand Numeration Systems to Pisot Numbers.Françoise Point - 2000 - Journal of Symbolic Logic 65 (3):1347-1374.
    We study extensions of Presburger arithmetic with a unary predicate R and we show that under certain conditions on R, R is sparse and the theory of $\langle\mathbb{N}, +, R\rangle$ is decidable. We axiomatize this theory and we show that in a reasonable language, it admits quantifier elimination. We obtain similar results for the structure $\langle\mathbb{Q},+, R\rangle$.
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  19. Hubert Dethier.Point of View of J. Mukarovsky - 1985 - Philosophica 36 (2):77-88.
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  20.  23
    Asymptotic theory of modules of separably closed fields.Françoise Point - 2005 - Journal of Symbolic Logic 70 (2):573-592.
    We consider the reduct to the module language of certain theories of fields with a non surjective endomorphism. We show in some cases the existence of a model companion. We apply our results for axiomatizing the reduct to the theory of modules of non principal ultraproducts of separably closed fields of fixed but non zero imperfection degree.
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  21.  21
    Merleau-Ponty's Phenomenological Critique of Psychology.Francois H. La Pointe - 1972 - Journal of Phenomenological Psychology 2 (2):237-255.
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  22. Clam Bank fomiations, westem Newfoundland. Geological Association of Canada.Long Point - 1965 - In Karl W. Linsenmann (ed.), Proceedings. St. Louis, Lutheran Academy for Scholarship. pp. 6--83.
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  23. Definability in valued Ore modules.Françoise Point - forthcoming - Bulletin of Symbolic Logic.
  24.  17
    Finitely generic models of tUH, for certain model companionable theories T.Francoise Point - 1985 - Journal of Symbolic Logic 50 (3):604 - 610.
  25.  9
    Groups with identities.Francçoise Point - 1989 - Annals of Pure and Applied Logic 45 (2):171-188.
  26.  5
    L’idée D’Université à L’heure des Démocraties Modernes : Quel Projet?Christophe Point - 2019 - Danish Yearbook of Philosophy 52 (1):82-103.
    With this proposal, we wish to revisit the Idea of the University in the perspective of the democratic project of the American philosopher and pragmatist John Dewey. Our hypothesis consists in the thesis that the deweyen project confronts the problem of the social distribution of knowledge, in the aim of giving us the means to transform the latter. In this way, if we consider that the university is part of this distribution through its student learning function, then our purpose is (...)
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  27.  5
    La Philosophie pour enfants : une piste pour réconcilier enseignement disciplinaire et vie scolaire?Christophe Point - 2021 - Studia Universitatis Babeş-Bolyai Philosophia 66 (1):163-177.
    "Philosophy for Children: a Way to Reconcile Disciplinary Teaching and School Life? Drawing mainly on John Dewey's writings, this contribution aims to extend the dualism of a traditional conception of education at the epistemological, pedagogical and organizational levels. This conception was already criticised by this author at the beginning of the 20th century and still remains widely present today among the school community. Through this approach, we demonstrate that the dualist approach is as many obstacles to be removed in the (...)
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  28.  10
    On the definability of verbal subgroups.Françcoise Point - 2001 - Archive for Mathematical Logic 40 (7):525-529.
    We show that if G is a group of finite Morley rank, then the verbal subgroup is of finite width, where w is a concise word. As a byproduct, we show that if G is any abelian-by-finite group, then Gn= is definable.
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  29.  8
    Pour une pédagogie de la vulnérabilité.Christophe Point - 2020 - European Journal of Pragmatism and American Philosophy 12 (1).
    Le féminisme est un mouvement théorique et politique pluriel et en perpétuelle évolution. Aussi ce travail se situe dans les champs de la philosophie de l’éducation et plus particulièrement au sein des débats entre plusieurs courants philosophiques se réclamant du féminisme. Il cherche à évaluer l’intérêt de deux de ces approches philosophiques au regard de la construction d’une pédagogie féministe. Se trouve ainsi comparées l’approche de la théorie critique (proche du marxisme matérialiste et de l’école de Francfort) et l’approche pragmatiste (...)
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  30.  14
    Quantifier elimination in discriminator varieties.Francoise Point - 1986 - Annals of Pure and Applied Logic 32:83-101.
  31.  15
    What's the Use of Conflict in Dewey? Toward a Pedagogy of Compromise.Christophe Point - 2018 - Education and Culture 34 (2):69.
    The reception of Dewey's work has suffered, in terms of his political philosophy, from a certain mistrust. First, in the field of education, Dewey's refusal to grant "ultimate" or "high" status to certain values, even those of the French Republic, has made him a mistrusted figure.1 Apart from the pedagogues of Education Nouvelle, which defied the then dominant "Cartesian tradition of the dualistic philosophy of reason" in France, Dewey was little studied before the 1960s. In 2013, Kambouchner perceived an opposition (...)
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  32.  13
    The theory of modules of separably closed fields 2.Pilar Dellunde, Françoise Delon & Françoise Point - 2004 - Annals of Pure and Applied Logic 129 (1-3):181-210.
    In Dellunde et al. 997–1015), we determined the complete theory Te of modules of separably closed fields of characteristic p and imperfection degree e, eω{∞}. Here, for 0≠eω, we describe the closed set of the Ziegler spectrum corresponding to Te. Further, we establish a correspondence between certain submodules and n-types and we investigate several notions of dimensions and their relationships with the Lascar rank. Finally, we show that Te has uniform p.p. elimination of imaginaries and deduce uniform weak elimination of (...)
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  33.  19
    On differential Galois groups of strongly normal extensions.Quentin Brouette & Françoise Point - 2018 - Mathematical Logic Quarterly 64 (3):155-169.
    We revisit Kolchin's results on definability of differential Galois groups of strongly normal extensions, in the case where the field of constants is not necessarily algebraically closed. In certain classes of differential topological fields, which encompasses ordered or p‐valued differential fields, we find a partial Galois correspondence and we show one cannot expect more in general. In the class of ordered differential fields, using elimination of imaginaries in, we establish a relative Galois correspondence for relatively definable subgroups of the group (...)
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  34.  9
    Zero-Point Energy: The Case of the Leiden Low-Temperature Laboratory of Heike Kamerlingh Onnes.Zero-Point Energy & Dirk van Delft - 2008 - Annals of Science 65 (3):339-361.
    Summary In this paper we examine the reaction of the Leiden low-temperature laboratory of Heike Kamerlingh Onnes to new ideas in quantum theory. Especially the contributions of Albert Einstein (1906) and Peter Debye (1912) to the theory of specific heat, and the concept of zero-point energy formulated by Max Planck in 1911, gave a boost to solid state research to test these theories. In the case of specific heat measurements, Kamerlingh Onnes's laboratory faced stiff competition from Walter Nernst's Institute of (...)
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  35.  69
    Topological differential fields.Nicolas Guzy & Françoise Point - 2010 - Annals of Pure and Applied Logic 161 (4):570-598.
    We consider first-order theories of topological fields admitting a model-completion and their expansion to differential fields . We give a criterion under which the expansion still admits a model-completion which we axiomatize. It generalizes previous results due to M. Singer for ordered differential fields and of C. Michaux for valued differential fields. As a corollary, we show a transfer result for the NIP property. We also give a geometrical axiomatization of that model-completion. Then, for certain differential valued fields, we extend (...)
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  36.  35
    Corrigendum to: “Quantifier elimination in valued Ore modules”.Luc Bélair & Françoise Point - 2012 - Journal of Symbolic Logic 77 (2):727-728.
  37.  41
    Quantifier elimination in valued Ore modules.Luc Bélair & Françoise Point - 2010 - Journal of Symbolic Logic 75 (3):1007-1034.
    We consider valued fields with a distinguished isometry or contractive derivation as valued modules over the Ore ring of difference operators. Under certain assumptions on the residue field, we prove quantifier elimination first in the pure module language, then in that language augmented with a chain of additive subgroups, and finally in a two-sorted language with a valuation map. We apply quantifier elimination to prove that these structures do not have the independence property.
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  38.  3
    Separably closed fields and contractive ore modules.Luc Bélair & Françoise Point - 2015 - Journal of Symbolic Logic 80 (4):1315-1338.
  39. Contrastes 105.Quelques Remarques, de Vue du Lexique du Point, Gsurlesv Jouer & Et Italien Giocare - 1985 - Contrastes: Revue de l'Association Pour le Developpement des Études Contrastives 10:105.
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  40.  14
    Presentations of Gender and Ethnicity in Diversity Statements on European Company Websites.Val Singh & Sébastien Point - 2006 - Journal of Business Ethics 68 (4):363-379.
    This paper investigates how specific notions of gender and ethnicity are integrated into diversity discourses presented on 241 top European company websites. Large European companies increasingly disclose equality and diversity policies in statements on websites. Such statements may be used to promote an ethical image of the company in terms of how well it manages diversity and guards against discrimination. In this paper, we argue that diversity statement discourses are important as they play a key part in socially constructing how (...)
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  41.  59
    (Re)presentations of gender and ethnicity in diversity statements on european company websites.Val Singh & Sébastien Point - 2006 - Journal of Business Ethics 68 (4):363 - 379.
    This paper investigates how specific notions of gender and ethnicity are integrated into diversity discourses presented on 241 top European company websites. Large European companies increasingly disclose equality and diversity policies in statements on websites. Such statements may be used to promote an ethical image of the company in terms of how well it manages diversity and guards against discrimination. In this paper, we argue that diversity statement discourses are important as they play a key part in socially constructing how (...)
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  42.  18
    On expansions of.Quentin Lambotte & Françoise Point - 2020 - Annals of Pure and Applied Logic 171 (8):102809.
    Call a (strictly increasing) sequence (rn) of natural numbers regular if it satisfies the following condition: rn+1/rn→θ∈R>1∪{∞} and, if θ is algebraic, then (rn) satisfies a linear recurrence relation whose characteristic polynomial is the minimal polynomial of θ. Our main result states that (Z,+,0,R) is superstable whenever R is enumerated by a regular sequence. We give two proofs of this result. One relies on a result of E. Casanovas and M. Ziegler and the other on a quantifier elimination result. We (...)
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  43.  13
    The Ziegler spectrum of the ring of entire complex valued functions.Sonia L’Innocente, Françoise Point, Gena Puninski & Carlo Toffalori - 2019 - Journal of Symbolic Logic 84 (1):160-177.
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  44.  38
    Topological differential fields and dimension functions.Nicolas Guzy & Françoise Point - 2012 - Journal of Symbolic Logic 77 (4):1147-1164.
    We construct a fibered dimension function in some topological differential fields.
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  45.  13
    Philosophie, corps et danse : face à la crise, croiser les regards.Camille Point Zimmermann - 2022 - Noesis 37:79-94.
    Cet article se donne pour objectif de réfléchir à ce que la crise mondiale du Covid-19 a révélé de nos manières d’habiter les lieux où nous vivons, et parmi celles-ci, la pratique de la danse. La démarche adoptée ici est celle d’un dialogue entre trois courants philosophiques spécifiques : la phénoménologie, le pragmatisme et l’écoféminisme, au sujet de leur conception de l’expérience somatique, à la fois vécue, complexe et ordinaire. Nous cherchons ici les lignes communes à ces trois mouvements philosophiques, (...)
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  46.  12
    Philosophie, corps et danse : face à la crise, croiser les regards.Camille Point Zimmermann - 2022 - Noesis 37:79-94.
    Cet article se donne pour objectif de réfléchir à ce que la crise mondiale du Covid-19 a révélé de nos manières d’habiter les lieux où nous vivons, et parmi celles-ci, la pratique de la danse. La démarche adoptée ici est celle d’un dialogue entre trois courants philosophiques spécifiques : la phénoménologie, le pragmatisme et l’écoféminisme, au sujet de leur conception de l’expérience somatique, à la fois vécue, complexe et ordinaire. Nous cherchons ici les lignes communes à ces trois mouvements philosophiques, (...)
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  47.  71
    The theory of modules of separably closed fields. I.Pilar Dellunde, Françoise Delon & Françoise Point - 2002 - Journal of Symbolic Logic 67 (3):997-1015.
    We consider separably closed fields of characteristic $p > 0$ and fixed imperfection degree as modules over a skew polynomial ring. We axiomatize the corresponding theory and we show that it is complete and that it admits quantifier elimination in the usual module language augmented with additive functions which are the analog of the $p$-component functions.
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  48.  8
    Topological fields with a generic derivation.Pablo Cubides Kovacsics & Françoise Point - 2023 - Annals of Pure and Applied Logic 174 (3):103211.
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  49.  5
    Peer Commentary and Responses.Six Points To Ponder - 1999 - In J. Shear & Francisco J. Varela (eds.), The View From Within: First-Person Approaches to the Study of Consciousness. Imprint Academic. pp. 213-311.
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  50.  13
    Strong density of definable types and closed ordered differential fields.Quentin Brouette, Pablo Cubides Kovacsics & Françoise Point - 2019 - Journal of Symbolic Logic 84 (3):1099-1117.
    The following strong form of density of definable types is introduced for theoriesTadmitting a fibered dimension functiond: given a modelMofTand a definable setX⊆Mn, there is a definable typepinX, definable over a code forXand of the samed-dimension asX. Both o-minimal theories and the theory of closed ordered differential fields are shown to have this property. As an application, we derive a new proof of elimination of imaginaries for CODF.
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