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  1. OF WEIGHTING AND COUNTING: STATISTICS AND ONTOLOGY IN THE OLD QUANTUM THEORY.Massimiliano Badino - forthcoming - In Oxford Handbook of the History of Interpretations and Foundations of Quantum Mechanics. Oxford, Regno Unito:
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  • Paul Ehrenfest: The Genesis of the Adiabatic Hypothesis, 1911–1914.Enric Pérez & Luis Navarro - 2006 - Archive for History of Exact Sciences 60 (2):209-267.
    We analyze the evolution of EHRENFEST's thought since he proved the necessity of quanta in 1911 until the formulation of his adiabatic hypothesis in 1914. We argue that his research contributed significantly to the solution of critical problems in quantum physics and led to a rigorous definition of the range of validity of BOLTZMANN's principle.
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  • Paul Ehrenfest and the Dilemmas of Modernity.Frans H. van Lunteren & Marijn J. Hollestelle - 2013 - Isis 104 (3):504-536.
    ABSTRACT This essay considers the highly ambivalent attitude of the Austrian-Dutch physicist Paul Ehrenfest toward contemporary developments in both science and society. On the one hand, he was in the vanguard of the quantum and relativity revolutions, supported industrialization and economic planning based on mathematical models, and, in general, cherished technocratic ideals. The essay highlights several influences that shaped his attitude in these respects, from his ties with the Philips Physics Laboratory and his sojourns in the United States to the (...)
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  • The birth of quantum mechanics from the spirit of radiation theory.Alexander S. Blum & Martin Jähnert - 2022 - Studies in History and Philosophy of Science Part A 91 (C):125-147.
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  • The Statistical Style of Reasoning and the Invention of Bose‐Einstein Statistics.Daniela Monaldi - 2019 - Berichte Zur Wissenschaftsgeschichte 42 (4):307-337.
    This paper is a preliminary exploration of the connections between the statistical style of reasoning and the research practices of statistical mechanics in the early period of the long quantum revolution. It suggests that before 1925 the instantiations of the statistical style in physics went through two phases. The first phase consisted of the formulation of the Maxwell‐Boltzmann statistics on the basis of the population‐gas analogy. The second phase was characterized by the generalization of the Maxwell‐Boltzmann statistics through analogies between (...)
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