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Titlebook: IUTAM Symposium on Computational Physics and New Perspectives in Turbulence; Proceedings of the I Yukio Kaneda Conference proceedings 2008

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Jérémie Bec,Luca Biferale,Massimo Cencini,Alessandra Lanotte,Stefano Musacchio,Federico Toschis, relate to the latter — accordingly, not to objects simpliciter but to the ../ The predicates . (.) ., albeit in a most extremely broad sense, relate to the former, to the particular .. These predicates are not given ipso facto as phenomenological data, when the subjective meaning processes, or co
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Jörg Schumacherhe basis for the translation. Where that is the case, the published text is given or translated in a foornote. .     The published text and Typescript C have been compared with the French translation by Gabrielle Pfeiffer and Emmanuel Levinas (Paris, Armand Collin, 1931). The use of emphasis and quo
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Malte Siefert,Stephan Lück,Andreas P. Nawroth,Joachim Peinkee to its neighborhood. The importance of these “supplementary” criteria cannot be overestimated, for they would seem to compromise the “strong” form of relational motion normally attributed to Descartes; since, to be more specific, these criteria would appear to challenge Descartes’ principal judgme
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Susan Kurien. (An in-depth examination of Descartes’ theory will form the subject of Part II.) As mentioned in the Introduction, it is important to trace the precise implications of Newton’s argument, since each relationalist theory we will examine will constitute a different attempt to answer the same Newtonia
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Toshihico Arimitsu,Naoko Arimitsu,Kyo Yoshida,Hideaki Mouriminently; for they form the basis of all applications of Descartes’ relational theory of motion to the physical world. In this chapter, consequently, the content of the Cartesian natural laws will be analyzed in an attempt to uncover an effective means of resolving the dilemma imposed by Newton’s ar
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Pablo D. Mininni,Alexandros Alexakis,Annick Pouquetminently; for they form the basis of all applications of Descartes’ relational theory of motion to the physical world. In this chapter, consequently, the content of the Cartesian natural laws will be analyzed in an attempt to uncover an effective means of resolving the dilemma imposed by Newton’s ar
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IUTAM Symposium on Computational Physics and New Perspectives in TurbulenceProceedings of the I
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Statistical Theory of Turbulence Based on Cross-Independence Closure Hypothesis+(.*) and ∈-(.*) as the variances respectively. The longitudinal velocity-difference distribution is obtained in three different forms in the local range: the local normal distribution N5, the inertial algebraic distribution A1 and the viscous algebraic distribution A2, in the order of decreasing di
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