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  1. Calcul des probabilités.Paul Lévy - 1926 - Revue de Métaphysique et de Morale 33 (3):3-6.
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  • Weimar culture, causality, and quantum theory, 1918-1927: Adaptation by German physicists and mathematicians to a hostile intellectual environment. [REVIEW]Paul Forman - 1971 - Historical Studies in the Physical Sciences 3 (1).
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  • History of Science in Russia: The IIET in Moscow and St. Petersburg.Dimitri A. Bayuk - 2014 - Centaurus 56 (4):205-228.
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  • Passion and Value in Hume's Treatise.D. G. C. Macnabb - 1968 - Philosophical Books 9 (1):2-4.
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  • Anti-dühring.Friedrich Engels - unknown
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  • Creating Modern Probability: Its Mathematics, Physics and Philosophy in Historical Perspective.Lawrence Sklar & Jan von Plato - 1994 - Journal of Philosophy 91 (11):622.
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  • Science, Philosophy, and Human Behavior in the Soviet Union.Loren R. Graham - 1992 - Studies in Soviet Thought 44 (2):140-142.
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  • Mathematicians Forced to Philosophize: An Introduction to Khinchin's Paper on von Mises' Theory of Probability.Reinhard Siegmund-Schultze - 2004 - Science in Context 17 (3):373-390.
    What follows shall provide an introduction to a predominantly philosophical and polemical, but historically revealing, paper on the foundations of the theory of probability. The leading Russian probabilist Aleksandr Yakovlevich Khinchin wrote the paper in the late 1930s, commenting on a slightly older, but still competing approach to probability theory by Richard von Mises. Together with the even more influential Andrey Nikolayevich Kolmogorov, who was nine years his junior, Khinchin had revolutionized probability theory around 1930 by introducing the modern measure-theoretic (...)
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  • Soviet Marxism and Natural Science: 1917-1932.David Joravsky - 1961 - Studies in Soviet Thought 2 (2):142-148.
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  • Soviet Marxism and Natural Science: 1917-1932.David Joravsky - 1961 - Science and Society 27 (1):92-97.
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  • Soviet Marxism and Natural Science, 1917-1932. [REVIEW]David Dinsmore Comey - 1962 - Journal of Philosophy 59 (7):194-195.
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  • Revisiting the Sources of Borel's Interest in Probability: Continued Fractions, Social Involvement, Volterra's Prolusione.Antonin Durand & Laurent Mazliak - 2011 - Centaurus 53 (4):306-332.
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