Search results for 'Pauli Annala' (try it on Scholar)

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  1. Pauli Annala (1997). The Function of the Formae Nativae in the Refinement Process of Matter: A Study of Bernard of Chartres's Concept of Matter. Vivarium 35 (1):1-20.score: 240.0
  2. Pauli Annala, Angel D'Ors, Jmmh Thijssen, William J. Courtenay, Joël Biard & E. Saak (1997). Brill Online Books and Journals. Vivarium 35 (1).score: 240.0
     
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  3. Wolfgang Pauli (1977). Pauli Lectures on Physics - Vol 2: Optics and the Theory of Electrons. The Mit Press.score: 120.0
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  4. Wolfgang Pauli (1958). Theory of Relativity. New York, Pergamon Press.score: 30.0
    Nobel Laureate's brilliant early treatise on Einstein's theory consists of his original 1921 text plus retrospective comments 35 years later.
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  5. Stefan Sütterlin, Stefan M. Schulz, Theresa Stumpf, Paul Pauli & Claus Vögele (2013). Enhanced Cardiac Perception Is Associated With Increased Susceptibility to Framing Effects. Cognitive Science 37 (5):922-935.score: 30.0
    Previous studies suggest in line with dual process models that interoceptive skills affect controlled decisions via automatic or implicit processing. The “framing effect” is considered to capture implicit effects of task-irrelevant emotional stimuli on decision-making. We hypothesized that cardiac awareness, as a measure of interoceptive skills, is positively associated with susceptibility to the framing effect. Forty volunteers performed a risky-choice framing task in which the effect of loss versus gain frames on decisions based on identical information was assessed. The results (...)
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  6. Georg Alpers & Paul Pauli (2006). Emotional Pictures Predominate in Binocular Rivalry. Cognition and Emotion 20 (5):596-607.score: 30.0
  7. Albert Morf, Jean‐Blaise Grize & Laurent Pauli (1969). Pour une pédagogie scientifique. Dialectica 23 (1):24-31.score: 30.0
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  8. Ronald F. Mucha, Paul Pauli & Peter Weyers (2006). Measurement of Motivation for Drug Use With Emphasis on Startle Tests. In Reinout W. Wiers & Alan W. Stacy (eds.), Handbook of Implicit Cognition and Addiction. Sage Publications Ltd. 201.score: 30.0
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  9. Wolfgang Pauli (1947). Exclusion Principle and Quantum Mechanics Discours Prononcéà la Réception du Prix Nobel de Physique 1945. Dialectica 1 (2):204-204.score: 30.0
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  10. Julian Wiemer, Andreas Mühlberger & Paul Pauli (2014). Illusory Correlations Between Neutral and Aversive Stimuli Can Be Induced by Outcome Aversiveness. Cognition and Emotion 28 (2):193-207.score: 30.0
  11. Thorild Dahlquist & Tom Pauli (eds.) (1970). Logic and Value. Uppsala,[Filosofiska Föreningen Och Filosofiska Institutionen Vid Uppsala Universitet].score: 30.0
     
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  12. Heike Ewald, Evelyn Glotzbach-Schoon, Antje B. M. Gerdes, Marta Andreatta, Mathias Mã¼Ller, Andreas Mã¼Hlberger & Paul Pauli (2014). Delay and Trace Fear Conditioning in a Complex Virtual Learning Environment—Neural Substrates of Extinction. Frontiers in Human Neuroscience 8.score: 30.0
  13. Antje Gerdes, Matthias J. Wieser, Andreas Mühlberger, Peter Weyers, Georg W. Alpers, Michael M. Plichta, Felix Breuer & Paul Pauli (2010). Brain Activations to Emotional Pictures Are Differentially Associated with Valence and Arousal Ratings. Frontiers in Human Neuroscience 4:175.score: 30.0
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  14. Evelyn Glotzbach, Heike Ewald, Marta Andreatta, Paul Pauli & Andreas Mühlberger (2012). Contextual Fear Conditioning Predicts Subsequent Avoidance Behaviour in a Virtual Reality Environment. Cognition and Emotion 26 (7):1256-1272.score: 30.0
  15. Vaartio Heli, Leino-Kilpi Helena, Suominen Tarja & Puukka Pauli (2009). Nursing Advocacy in Procedural Pain Care. Nursing Ethics 16 (3).score: 30.0
     
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  16. Ramona Kenntner-Mabiala, Peter Weyers & Paul Pauli (2007). Independent Effects of Emotion and Attention on Sensory and Affective Pain Perception. Cognition and Emotion 21 (8):1615-1629.score: 30.0
  17. Douglas R. May & Kevin P. Pauli (2002). The Role of Moral Intensity in Ethical Decision Making A Review and Investigation of Moral Recognition, Evaluation, and Intention. Business and Society 41 (1):84-117.score: 30.0
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  18. Heinrich Pauli (1995). Die geistige Welt der Brixener Predigten des Nikolaus von Kues. Mitteilungen Und Forschungsbeiträge der Cusanus-Gesellschaft 22:163-186.score: 30.0
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  19. Richard M. Pauli & Joanne M. Becker (1983). Ethical Judgments and Medical Evidence. Hastings Center Report 13 (3):45-45.score: 30.0
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  20. H. G. Pauli (1989). Models of Medicine: From a Biomechanical to a Biopsychosocial View. In William R. Shea & Beat Sitter-Liver (eds.), Scientists and Their Responsibility. Watson Pub. International.score: 30.0
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  21. W. Pauli (1954). Naturwissenschaftliche und erkenntnistheoretische aspekte der ideen vom unbewussten. Dialectica 8 (4):283-301.score: 30.0
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  22. W. Pauli (1957). Phänomen und physikalische realität1. Dialectica 11 (1‐2):36-48.score: 30.0
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  23. W. Pauli (1952). Theorie Und Experiment. Dialectica 6 (2):141-142.score: 30.0
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  24. Carsten Pohl, Wilfried Kunde, Thomas Ganz, Annette Conzelmann, Paul Pauli & Andrea Kiesel (2014). Gaming to See: Action Video Gaming is Associated with Enhanced Processing of Masked Stimuli. Frontiers in Psychology 5.score: 30.0
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  25. Lennart Åqvist & Tom Pauli (eds.) (1982). Philosophical Essays Dedicated to Lennart Åqvist on His Fiftieth Birthday. [Philosophical Society and Dept. Of Philosophy, University of Uppsala].score: 30.0
     
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  26. Harald Atmanspacher & Hans Primas (2006). Pauli's Ideas on Mind and Matter in the Context of Contemporary of Science. Journal of Consciousness Studies 13 (3):5-50.score: 18.0
    Wolfgang Pauli (1900-1958) was one of the greatest physicists of the past century. He played a leading role in the development of modern physics and was known for his ruthless intellectual integrity. Pauli first became famed through the publication of his encyclopaedia article on the theory of relativity (Pauli, 1921) when he was still a student of Sommerfeld's. Einstein much admired this article, which remained a classic.
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  27. Henk W. de Regt (1999). Pauli Versus Heisenberg: A Case Study of the Heuristic Role of Philosophy. [REVIEW] Foundations of Science 4 (4):405-426.score: 18.0
    This article analyses an episode in the earlyhistory of quantum theory: the controversy betweenPauli and Heisenberg about the anomalous Zeemaneffect, which was a main stumbling block for the oldquantum theory of Bohr. It is argued that theindividual philosophical views of both Pauli andHeisenberg directed their attempts to solve theanomaly and decisively influenced the solutions theyproposed. The results of this case study arecompared with the assertions of four theories ofscientific change, namely those of Kuhn, Lakatos,Laudan and Giere.
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  28. Daniel C. Galehouse (2010). Pauli's Exclusion Principle in Spinor Coordinate Space. Foundations of Physics 40 (7):961-977.score: 18.0
    The Pauli exclusion principle is interpreted using a geometrical theory of electrons. Spin and spatial motion are described together in an eight dimensional spinor coordinate space. The field equation derives from the assumption of conformal waves. The Dirac wave function is a gradient of the scalar wave in spinor space. Electromagnetic and gravitational interactions are mediated by conformal transformations. An electron may be followed through a sequence of creation and annihilation processes. Two electrons are branches of a single particle. (...)
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  29. S. Bartalucci, S. Bertolucci, M. Bragadireanu, M. Cargnelli, C. Curceanu, S. Di Matteo, J.-P. Egger, C. Guaraldo, M. Iliescu, T. Ishiwatari, M. Laubenstein, J. Marton, E. Milotti, D. Pietreanu, T. Ponta, A. Romero Vidal, D. L. Sirghi, F. Sirghi, L. Sperandio, O. Vazquez Doce, E. Widmann & J. Zmeskal (2010). The VIP Experimental Limit on the Pauli Exclusion Principle Violation by Electrons. Foundations of Physics 40 (7):765-775.score: 18.0
    In this paper we describe an experimental test of the validity of the Pauli Exclusion Principle (for electrons) which is based on a straightforward idea put forward a few years ago by Ramberg and Snow (Phys. Lett. B 238:438, 1990). We perform a very accurate search of X-rays from the Pauli-forbidden atomic transitions of electrons in the already filled 1S shells of copper atoms. Although the experiment has a very simple structure, it poses deep conceptual and interpretational problems. (...)
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  30. I. G. Kaplan (2013). The Pauli Exclusion Principle. Can It Be Proved? Foundations of Physics 43 (10):1233-1251.score: 18.0
    The modern state of the Pauli exclusion principle studies is discussed. The Pauli exclusion principle can be considered from two viewpoints. On the one hand, it asserts that particles with half-integer spin (fermions) are described by antisymmetric wave functions, and particles with integer spin (bosons) are described by symmetric wave functions. This is a so-called spin-statistics connection. The reasons why the spin-statistics connection exists are still unknown, see discussion in text. On the other hand, according to the (...) exclusion principle, the permutation symmetry of the total wave functions can be only of two types: symmetric or antisymmetric, all other types of permutation symmetry are forbidden; although the solutions of the Schrödinger equation may belong to any representation of the permutation group, including the multi-dimensional ones. It is demonstrated that the proofs of the Pauli exclusion principle in some textbooks on quantum mechanics are incorrect and, in general, the indistinguishability principle is insensitive to the permutation symmetry of the wave function and cannot be used as a criterion for the verification of the Pauli exclusion principle. Heuristic arguments are given in favor that the existence in nature only the one-dimensional permutation representations (symmetric and antisymmetric) are not accidental. As follows from the analysis of possible scenarios, the permission of multi-dimensional representations of the permutation group leads to contradictions with the concept of particle identity and their independence. Thus, the prohibition of the degenerate permutation states by the Pauli exclusion principle follows from the general physical assumptions underlying quantum theory. (shrink)
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  31. A. S. Barabash (2010). Experimental Test of the Pauli Exclusion Principle. Foundations of Physics 40 (7):703-718.score: 18.0
    A short review is given of three experimental works on tests of the Pauli Exclusion Principle (PEP) in which the author has been involved during the last 10 years. In the first work a search for anomalous carbon atoms was done and a limit on the existence of such atoms was determined, $^{12}\tilde{\mathrm{C}}$ /12C <2.5×10−12. In the second work PEP was tested with the NEMO-2 detector and the limits on the violation of PEP for p-shell nucleons in 12C were (...)
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  32. Conal Boyce (2014). Using Logic to Define the Aufbau–Hund–Pauli Relation: A Guide to Teaching Orbitals as a Single, Natural, Unfragmented Rule-Set. [REVIEW] Foundations of Chemistry 16 (2):93-106.score: 18.0
    The general chemistry curriculum includes a prelude that consumes nearly all of the first semester and occupies the first third of the typical textbook. This necessary prelude to the main event is comparable in scope to precalculus though not broken out as a formal ‘prechemistry’ course. Atomic orbitals account for much of this prelude-to-chemistry. By tradition, orbital theory is conveyed to the student in three disjunct pieces, presented in the following illogical order: the Pauli principle, the Aufbau principle, and (...)
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  33. Domenico Giulini, Concepts of Symmetry in the Work of Wolfgang Pauli.score: 12.0
    "Symmetry" was one of the most important methodological themes in 20th-century physics and is probably going to play no lesser role in physics of the 21st century. As used today, there are a variety of interpretations of this term, which differ in meaning as well as their mathematical consequences. Symmetries of crystals, for example, generally express a different kind of invariance than gauge symmetries, though in specific situations the distinctions may become quite subtle. I will review some of the various (...)
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  34. Guido Bacciagaluppi & Elise Crull (2009). Heisenberg (and Schrödinger, and Pauli) on Hidden Variables. Studies in History and Philosophy of Science Part B 40 (4):374-382.score: 12.0
    In this paper, we discuss various aspects of Heisenberg’s thought on hidden variables in the period 1927–1935. We also compare Heisenberg’s approach to others current at the time, specifically that embodied by von Neumann’s impossibility proof, but also views expressed mainly in correspondence by Pauli and by Schroedinger. We shall base ourselves mostly on published and unpublished materials that are known but little-studied, among others Heisenberg’s own draft response to the EPR paper. Our aim will be not only to (...)
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  35. Charles P. Poole Jr & Horacio A. Farach (1982). Pauli-Dirac Matrix Generators of Clifford Algebras. Foundations of Physics 12 (7):719-738.score: 12.0
    This article presents a Pauli-Dirac matrix approach to Clifford Algebras. It is shown that the algebra C2 is generated by two Pauli matrices iσ2 and iσ3; C3 is generated by the three Pauli matrices σ1, σ2, σ3; C4 is generated by four Dirac matrices γ0, γ1, γ2, γ3 and C5 is generated by five Dirac matrices iγ0, iγ1, iγ2, iγ3, iγ5. The higher dimensional anticommuting matrices which generate arbitrarily high order Clifford algebras are given in closed form. (...)
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  36. Michela Massimi (2004). What Demonstrative Induction Can Do Against the Threat of Underdetermination: Bohr, Heisenberg, and Pauli on Spectroscopic Anomalies (1921–24). [REVIEW] Synthese 140 (3):243-277.score: 12.0
    In this paper I argue that demonstrative induction can deal with the problem ofthe underdetermination of theory by evidence. I present the historical case studyof spectroscopy in the early 1920s, where the choice among different theorieswas apparently underdetermined by spectroscopic evidence concerning the alkalidoublets and their anomalous Zeeman effect. By casting this historical episodewithin the methodological framework of demonstrative induction, the localunderdetermination among Bohr's, Heisenberg's, and Pauli's rival theories isresolved in favour of Pauli's theory of the electron's spin.
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  37. A. J. Bracken & R. J. B. Fawcett (1993). Compact Quantum Systems and the Pauli Data Problem. Foundations of Physics 23 (2):277-289.score: 12.0
    Compact quantum systems have underlying compact kinematical Lie algebras, in contrast to familiar noncompact quantum systems built on the Weyl-Heisenberg algebra. Pauli asked in the latter case: to what extent does knowledge of the probability distributions in coordinate and momentum space determine the state vector? The analogous question for compact quantum systems is raised, and some preliminary results are obtained.
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  38. Peter Joseph Hall (1986). The Pauli Exclusion Principle and the Foundations of Chemistry. Synthese 69 (3):267 - 272.score: 12.0
    Despite its importance to Chemistry, the Pauli Exclusion Principle appears as a rather ad hoc addition to quantum mechanics. In this paper a description of its origin is given together with a critical discussion of its use and significance in Chemistry and Quantum Physics.
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  39. Y. A. Rylov (1995). Pauli's Electron as a Dynamic System. Foundations of Physics 25 (7):1055-1086.score: 12.0
    A dynamic systemS P described by the Pauli equation for nonrelativistic electron is investigated merely as a distributed dynamic system. No quantum principles are used. This system is shown to be a statistical ensemble of nonrelativistic stochastic pointlike particles. The electron spin is shown to have a classical analog which is a collective (statistical) property of the ensemble (not a property of a single electron). The magnetic moment of the electron is a quantum property which has no classical analog. (...)
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  40. H. -H. V. Borzeszkowski & H. -J. Treder (1994). Einstein Equations and Fierz-Pauli Equations with Self-Interaction in Quantum Gravity. Foundations of Physics 24 (6):949-962.score: 12.0
    The Einstein equations can be written as Fierz-Pauli equations with self-interaction, $W\gamma _{ik} = - G_{ik} + \tfrac{1}{2}g_{ik} g^{mn} G_{mn} - k(T_{ik} - \tfrac{1}{2}g_{ik} g^{mn} T_{mn} )$ together with the covariant Hilbert-gauge condition, $(\gamma _i^h - \tfrac{1}{2}\delta _i^k g^{mn} \gamma _{mn} )_{;k} = 0$ where W denotes the covariant wave operator and G ik the Einstein tensor of the metric g ik collecting all nonlinear terms of Einstein's equations. As is known, there do not, however, exist plane-wave solutions γ (...)
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  41. Harald Atmanspacher (2012). Dual-Aspect Monism à la Pauli and Jung. Journal of Consciousness Studies 19 (9-10):9-10.score: 12.0
    Dual-aspect monism and neutral monism offer interesting alternatives to mainstream positions concerning the mind-matter problem. Both assume a domain underlying the mind-matter distinction, but they also differ in definitive ways. In the twentieth century, variants of both positions have been advanced by a number of protagonists. One of these variants, the dual-aspect monism due toWolfgang Pauli and Carl Gustav Jung, will be described and commented on in detail. As a unique feature in the Pauli-Jung conception, the duality of (...)
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  42. E. Papp (1983). The Scale-Breaking Contributions of the Pauli-Jordan Functions and of the Feynman Propagators. Foundations of Physics 13 (10):999-1011.score: 12.0
    Proofs have been given that the underlying background of the scale-breaking contributions of the Pauli-Jordan functions and of the Feynman propagators is the existence of an energy dependent dispersion of the canonical scale dimension, respectively. The energy dependence of these dispersions can be established by taking into account the existence of the time dispersion, too. For the interacting fields the above functions are subject to the scale invariance restoration around the underlying proper-time dispersions, in so far as the short (...)
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  43. Antonio F. Rañada (1985). A Geometrical Interpretation of the Pauli Exclusion Principle in Classical Field Theory. Foundations of Physics 15 (1):89-100.score: 12.0
    It is shown that classical Dirac fields with the same couplings obey the Pauli exclusion principle in the following sense: If at a certain time two Dirac fields are in different states, they can never reach the same one. This is geometrically interpreted as analogous to the impossibility of crossing of trajectories in the phase space of a dynamical system. An application is made to a model in which extended particles are represented as solitary waves of a set of (...)
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  44. Linda Van Speybroeck, Exploring Pauli's (Quantum) Views on Science and Biology.score: 12.0
    Wolfgang Pauli is known as one of the most famous physicists of the 20th century. Next to an intensive treatment of physics, his impressive correspondence with fellow physicists also demonstrates a vivid interest in psychology and biology. Reflections on the mind-brain problem and on topics such as causality and evolutionary theory are readily present. In this paper, some central passages in this correspondence are discussed and linked to more current debates in philosophy of science and philosophy of biology. It (...)
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  45. K. V. Laurikainen (1990). Quantum Physics, Philosophy, and the Image of God: Insights From Wolfgang Pauli. Zygon 25 (4):391-404.score: 9.0
  46. Suman Seth (2009). Zweideutigkeit About “Zweideutigkeit”: Sommerfeld, Pauli, and the Methodological Origins of Quantum Mechanics. Studies in History and Philosophy of Science Part B 40 (4):303-315.score: 9.0
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  47. H. R. Brown (1986). HENDRY, JOHN [1984]: The Creation of Quantum Mechanics and the Bohr-Pauli Dialogue. D. Reidel Publishing Company. Xi+177 Pp. (ISBN 9O-277-1648-X). [REVIEW] British Journal for the Philosophy of Science 37 (4):497-506.score: 9.0
  48. Helge Kragh (2009). Michela Massimi Pauli's Exclusion Principle: The Origin and Validation of a Scientific Principle. British Journal for the Philosophy of Science 60 (1):235-238.score: 9.0
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  49. W. Mays (1959). The Interpretation of Nature and the Psyche: Synchronicity an Acausal Connecting Principle, C. Jung. (Translated by R. F. C. Hull.) The Influence of Archetypal Ideas on the Scientific Ideas of Kepler, W. PAULI. (Translated by Priscilla Silz.) (Routledge and Kegan Paul, London. 1955. Pp. Viii + 247. Price 16s.). [REVIEW] Philosophy 34 (130):259-.score: 9.0
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  50. J. Frastai & L. P. Horwitz (1995). Off-Shell Fields and Pauli-Villars Regularization. Foundations of Physics 25 (10):1495-1510.score: 9.0
    We analyze the correspondence between a five-dimensional U(1)gauge invariant theory and four-dimensional scalar QED, where the fifth dimension (τ)is an invariant parameter of evolution of the manifestly covariant one-particle sector as well as for the full Fock space. The correspondence is represented by the limit in which the width of the photon mass distribution Δs tends to zero and large τ correlations occur. In the limiting procedure, calculation of a twopoint diagram shows that the PauliVillars regularization is intrinsically related to (...)
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