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The Concept of Probability in Statistical Physics (Cambridge Studies in Probability, Induction and Decision Theory)

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Probabilities have a puzzling character within the context of classical physics. Here, unlike in quantum mechanics, the use of probabilistic reasoning is not based on the existence of indeterminacy or objective lawlessness. Indeed, indeterminacy, in general, has no place in classical physics. In the very foundation of classical physics we find the assumption that, given the precise state of the world in one instance, the laws of physics determine its future states completely. Therefore, the introduction of probabilities into classical physics presents a problem. How are we to interpret statements from statistical physics whose abstract form is "The probability of A is p."? Do probabilistic statements form an integral part of the description of the physical world? Do they merely reflect our ignorance with respect to the precise state of the world? Can they be deduced from nonprobabilistic statements? Can they be understood in terms of frequencies? This book is dedicated to the study of these questions.
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