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  1. Sumiyoshi Abe (2014). Fokker–Planck Theory of Nonequilibrium Systems Governed by Hierarchical Dynamics. Foundations of Physics 44 (2):175-182.
    Dynamics of complex systems is often hierarchically organized on different time scales. To understand the physics of such hierarchy, here Brownian motion of a particle moving through a fluctuating medium with slowly varying temperature is studied as an analytically tractable example, and a kinetic theory is formulated for describing the states of the particle. What is peculiar here is that the (inverse) temperature is treated as a dynamical variable. Dynamical hierarchy is introduced in conformity with the adiabatic scheme. Then, a (...)
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  2. J. S. Abell, A. G. Crocker & H. W. King (1970). A Low Temperature X-Ray Diffraction Study of the Α to Γ Phase Transformation in Crystalline Mercury. Philosophical Magazine 21 (169):207-209.
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  3. M. Abraham (2007). Source Text 1912: On the Theory of Gravitation. Boston Studies in the Philosophy of Science 250 (3):331.
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  4. M. C. Abramo, C. Caccamo, M. Calvo, V. Conti Nibali, D. Costa, R. Giordano, G. Pellicane, R. Ruberto & U. Wanderlingh (2011). Molecular Dynamics and Small-Angle Neutron Scattering of Lysozyme Aqueous Solutions. Philosophical Magazine 91 (13-15):2066-2076.
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  5. J. H. Adlam & J. E. Allen (1958). The Structure of Strong Collision-Free Hydromagnetic Waves. Philosophical Magazine 3 (29):448-455.
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  6. J. H. Adlam & J. E. Allen (1958). The Structure of Strong Collision-Free Hydromagnetic Waves. Philosophical Magazine 3 (30):448-455.
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  7. Diederik Aerts (1998). The Entity and Modern Physics. In Elena Castellani (ed.), Interpreting Bodies. Princeton University Press. pp. 223--257.
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  8. Diederik Aerts, Jan Broekaert & Ernest Mathijs (eds.) (1999). Einstein Meets Magritte: An Interdisciplinary Reflection: The White Book of "Einstein Meets Magritte". Kluwer Academic.
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  9. Evandro Agazzi (1980). Physics as Philosophy and as the Paradigm of Science. Epistemologia 3:135.
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  10. D. S. Agosta, R. G. Leisure, J. J. Adams, Y. T. Shen & K. F. Kelton (2007). Elastic Moduli of a Ti-Zr-Nii-Phase Quasicrystal as a Function of Temperature. Philosophical Magazine 87 (1):1-10.
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  11. F. Agulló-López (1966). Dynamics of Plastic Flow at Constant Stress in NaCl Single Crystals. Philosophical Magazine 14 (132):1115-1122.
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  12. Ijr Aitchison (1991). As Time Went by, of Course, This Mechanical Ether Came to Seem Less and Less Necessary, or Plausible, and the Electromagnetic Field Emerged as a New, Non-Mechanical, Concept; its Vibrations Were Supposed Not to Require the Existence of Any Underlying Mechanical Contraption. Gravity Was Also Naturally Regarded as a Field Theory. A. [REVIEW] In Simon Saunders & Harvey R. Brown (eds.), The Philosophy of Vacuum. Oxford University Press. pp. 159.
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  13. Laura Alba-Juez & Félix Alba-Juez (2012). “Who Am I?”: Identity, Evaluation, and Differential Equations. Pragmatics and Cognitionpragmatics and Cognition 20 (3):570-592.
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  14. David Albert (2005). The Foundations of Physics. In Frank Jackson & Michael Smith (eds.), The Oxford Handbook of Contemporary Philosophy. Oxford University Press.
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  15. Timothy Alborn (1991). More Heat Than Light: Economics as Social Physics, Physics as Nature's EconomicsPhilip Mirowski. Isis 82 (2):354-355.
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  16. T. H. Alden (1962). Growth of Electron Transparent Silver Platelets. Philosophical Magazine 7 (80):1435-1436.
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  17. H. G. Alexander (1960). Physics and Philosophy. Philosophical Books 1 (1):7-9.
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  18. A. S. Alexandrov † (2004). Unconventional Critical Behaviour of Fermions Hybridized with Bosons. Philosophical Magazine 84 (30):3299-3304.
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  19. J. Alfaro (1988). Supersymmetric Derivation of the Master Field Equations. Scientia 52:289.
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  20. J. E. Allen, A. J. Apostolakis, Y. J. Lee, J. V. Major & E. Perez Ferreira (1961). The Interactions of Π−-Mesons with Complex Nuclei in the Energy Range MeV: II. The Interaction Lengths and Elastic Scattering of 750 MeV Π−-Mesons in G5 Emulsion. [REVIEW] Philosophical Magazine 6 (67):833-838.
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  21. J. E. Allen, A. J. Apostolakis, Y. J. Lee, J. V. Major & E. Perez Ferreira (1959). The Interactions of Π−-Mesons with Complex Nuclei in the Energy Range MeV. I: The Interaction Lengths and Elastic Scattering of 88 MeV Π−-Mesons in G5 Emulsion. [REVIEW] Philosophical Magazine 4 (43):858-867.
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  22. William P. Allis, Solomon J. Buchsbaum & Abraham Bers (2003). Waves in Anisotropic Plasmas. MIT Press.
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  23. Richard L. Amoroso, Louis H. Kauffman & Peter Rowlands (eds.) (2013). The Physics of Reality: Space, Time, Matter, Cosmos. World Scientific Publishers.
    A truly Galilean-class volume, this book introduces a new method in theory formation, completing the tools of epistemology. It covers a broad spectrum of theoretical and mathematical physics by researchers from over 20 nations from four continents. Like Vigier himself, the Vigier symposia are noted for addressing avant-garde, cutting-edge topics in contemporary physics. Among the six proceedings honoring J.-P. Vigier, this is perhaps the most exciting one as several important breakthroughs are introduced for the first time. The most interesting breakthrough (...)
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  24. B. Ancker-Johnson (1965). Pe-19 Some Nonlinear Properties of Electron-Hole Plasmas Sustaining the Helical Instability II. In Karl W. Linsenmann (ed.), Proceedings. St. Louis, Lutheran Academy for Scholarship. pp. 2--165.
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  25. Fredrik Andersen & Jonas R. Becker Arenhart (2016). Metaphysics Within Science: Against Radical Naturalism. Metaphilosophy 47 (2):159-180.
    In Every Thing Must Go James Ladyman and Don Ross argue for a radical version of naturalistic metaphysics and propose that contemporary analytic metaphysics is detached from science and should be discontinued. The present article addresses the issues of whether science and metaphysics are separable, intuitions and understanding should be excluded from scientific theory, and Ontic Structural Realism satisfies the criteria of the radical version of naturalism advanced by Ladyman and Ross. The point underlying those topics is that successful scientific (...)
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  26. Edward J. Anderson (2003). Magnetohydrodynamic Shock Waves. MIT Press.
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  27. R. Anderson (1994). On an Early Application of the Concept of Momentum to Electromagnetic Phenomena: The Whewell-Faraday Interchange. Studies in the History and Philosophy of Science 25:577-594.
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  28. Ronald Anderson (1994). The Whewell-Faraday Exchange on the Application of the Concepts of Momentum and Inertia to Electromagnetic Phenomena. Studies in History and Philosophy of Science Part A 25 (4):577-594.
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  29. Hajnal Andréka, Judit Madarász X., István Németi & Gergely Székely (2008). Axiomatizing Relativistic Dynamics Without Conservation Postulates. Studia Logica 89 (2):163 - 186.
    A part of relativistic dynamics is axiomatized by simple and purely geometrical axioms formulated within first-order logic. A geometrical proof of the formula connecting relativistic and rest masses of bodies is presented, leading up to a geometric explanation of Einstein’s famous E = mc 2. The connection of our geometrical axioms and the usual axioms on the conservation of mass, momentum and four-momentum is also investigated.
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  30. Fuensanta Andreu, Noureddine Igbida, José M. Mazón & Julián Toledo (2009). Degenerate Elliptic Equations with Nonlinear Boundary Conditions and Measures Data. Annali della Scuola Normale Superiore di Pisa 8 (4):767-803.
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  31. Fuentasanta Andreu, Vincent Caselles & José M. Mazón (2004). A Strongly Degenerate Quasilinear Equation: The Elliptic Case. Annali della Scuola Normale Superiore di Pisa 3 (3):555-587.
    We prove existence and uniqueness of entropy solutions for the Neumann problem for the quasilinear elliptic equation $u - \mathrm{div} \, \mathbf{a} = v$, where $v\!\in \! L^1$, $\mathbf{a} = \nabla _\xi f$, and $f$ is a convex function of $\xi $ with linear growth as $\Vert \xi \Vert \rightarrow \infty $, satisfying other additional assumptions. In particular, this class includes the case where $f = \varphi \psi $, $\varphi > 0$, $\psi $ being a convex function with linear growth (...)
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  32. Leonard Angel (2005). Evens and Odds in Newtonian Collision Mechanics. British Journal for the Philosophy of Science 56 (1):179-188.
    can prevent non-contact interactions in Newtonian collision mechanics. The proposal is weakened by the apparent arbitrariness of what will be shown as the requirement of only an odd number of sets of some ex nihilo-created self-exciting particles. There is, however, an initial condition such that, without the ex nihilo self-exciting particles, either there is a contradictory outcome, or there is a non-contact configuration law, or there are odds versus evens indeterminacies. With the various odds versus evens arbitrarinesses and other such (...)
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  33. Carl Angell, Øystein Guttersrud, Ellen K. Henriksen & Anders Isnes (2004). Physics: Frightful, but Fun. Pupils' and Teachers' Views of Physics and Physics Teaching. Science Education 88 (5):683-706.
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  34. Walter Appel (2007). Mathematics for Physics and Physicists. Princeton University Press.
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  35. N. Apsley & H. P. Hughes (1975). Temperature- and Field-Dependence of Hopping Conduction in Disordered Systems, II. Philosophical Magazine 31 (6):1327-1339.
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  36. N. Apsley & H. P. Hughes (1974). Temperature-and Field-Dependence of Hopping Conduction in Disordered Systems. Philosophical Magazine 30 (5):963-972.
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  37. Theodore Arabatzis (1996). Rethinking the ‘Discovery’ of the Electron. Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 27 (4):405-435.
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  38. Theodore Arabatzis (1995). The Electron: A Biographical Sketch of a Theoretical Entity. Dissertation, Princeton University
    This dissertation reconstructs some aspects of the historical development of the concept of the electron from 1891, when the term "electron" was introduced, to 1925, when the notion of spin was put forward, in the light of the relevant historiographical and philosophical problems. The central historiographical tool employed is Karl Popper's notion of a problem situation. Furthermore, some of the historical episodes are reconstructed in terms of a "biographical" approach to theoretical entities that portrays them as active agents that participate (...)
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  39. Francis Macdonald Aristotle, Philip Henry Cornford & Wicksteed (1957). The Physics.
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  40. Leif Arkeryd & Anne Nouri (2002). The Stationary Boltzmann Equation in $\Mathbb{R}^N$ with Given Indata. Annali della Scuola Normale Superiore di Pisa 1 (2):359-385.
    An $L^1$-existence theorem is proved for the nonlinear stationary Boltzmann equation for soft and hard forces in $\mathbb{R}^{n}$ with given indata on the boundary, when the collision operator is truncated for small velocities.
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  41. A. Armenti & P. Havas (1971). A Class of Exact Solutions for the Motion of a Particle in a Monopole-Prolate Quadrupole Field. In Charles Goethe Kuper & Asher Peres (eds.), Relativity and Gravitation. New York: Gordon and Breach Science Publishers. pp. 1--1.
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  42. G. B. Arnold & R. A. Klemm (2006). Josephson Tilt Grain Boundary Junctions of High-Temperature Superconductors. Philosophical Magazine 86 (19):2811-2833.
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  43. Frank Arntzenius (1994). Spacelike Connections. British Journal for the Philosophy of Science 45 (1):201-217.
  44. Frank Arntzenius (1990). Physics and Common Causes. Synthese 82 (1):77 - 96.
    The common cause principle states that common causes produce correlations amongst their effects, but that common effects do not produce correlations amongst their causes. I claim that this principle, as explicated in terms of probabilistic relations, is false in classical statistical mechanics. Indeterminism in the form of stationary Markov processes rather than quantum mechanics is found to be a possible saviour of the principle. In addition I argue that if causation is to be explicated in terms of probabilities, then it (...)
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  45. R. A. Aronov (1999). The Theater of the Absurd: Does Modern Physics Need It? Filozofia 54 (2):103-113.
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  46. Engin Arslan, Şükrü Ardalı, Engin Tıraş, Semih Çakmakyapan & Ekmel Özbay (forthcoming). The Transport Properties of Dirac Fermions in Chemical Vapour-Deposited Single-Layer Graphene. Philosophical Magazine:1-14.
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  47. Richard T. W. Arthur (1982). Exacting a Philosophy of Becoming From Modern Physics. Pacific Philosophical Quarterly 63 (2):101.
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  48. Giorgio A. Ascoli & Rebecca F. Goldin (1997). Coordinate Systems for Dendritic Spines: A Somatocentric Approach. Complexity 2 (4):40-48.
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  49. Sirous Asgari, Reza Sharghi-Moshtaghin, Mehdi SadeghAhmadi & Pirouz Pirouz (2013). On Phase Transformations in a Ni-Based Superalloy. Philosophical Magazine 93 (10-12):1351-1370.
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  50. Harold Aspden (1972). Modern Aether Science.
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