The h-theorem, molecular disorder and probability: Perspectives from Boltzmann's lectures on gas theory
| Abstract | This paper examines Boltzmann’s responses to the Loschmidt reversibility objection to the H-theorem, as presented in his Lectures on Gas Theory. I describe and evaluate two distinct conceptions of the assumption of molecular disorder found in this work, and contrast these notions with the Stosszahlansatz, as well as with the predominant contemporary conception of molecular disorder. Both these conceptions are assessed with respect to the reversibility objection. Finally, I interpret Boltzmann as claiming that a state of molecular disorder serves as a necessary condition for the application of probabilistic arguments. This in turn offers a way to bridge the conceptual gap between the H-theorem and his combinatorial argument. | |||||||||
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Ludwig Boltzmann (1999). Boltzmann's Philosophy Notes for Three Lectures (Fall 1903). Synthese 119 (1-2):191-202.
Henk W. Regt (2005). Scientific Realism in Action: Molecular Models and Boltzmann's Bildtheorie. Erkenntnis 63 (2):205 - 230.
Aspasia S. Moue (2008). The Thought Experiment of Maxwell's Demon and the Origin of Irreversibility. Journal for General Philosophy of Science 39 (1):69 - 84.
D. Costantini & U. Garibaldi (1997). A Probabilistic Foundation of Elementary Particle Statistics. Part I. Studies in History and Philosophy of Science Part B 28 (4):483-506.
Setsuko Tanaka (1999). Boltzmann on Mathematics. Synthese 119 (1-2):203-232.
Gustav Jäger, Josef Nabl & Stephan Meyer (1999). Three Assistants on Boltzmann. Synthese 119 (1-2):69-84.
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