The principle of thermodynamic equivalence in statistical mechanics: The method of approximating Hamiltonian [Book Review]

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Foundations of Physics 16 (1):71-71 (1986)
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Abstract

We discuss the main ideas that lie at the foundations of the approximating Hamiltonian method (AHM) in statistical mechanics. The principal constraints for model Hamiltonians to be investigated by AHM are considered along with the main results obtainable by this method. We show how it is possible to enlarge the class of model Hamiltonians solvable by AHM with the help of an example of the BCS-type model

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10.1007/bf00735182

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