Titlebook: Statistical Mechanics; An Introductory Grad A. J. Berlinsky,A. B. Harris Textbook 2019 The Editor(s) (if applicable) and The Author(s), und

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1868-4513 are discussed, along with exact solutions to the 1D quantum and 2D classical Ising models. The renormalization group formalism is developed, starting from real-space RG and proceeding through a detailed treatm978-3-030-28189-2978-3-030-28187-8Series ISSN 1868-4513 Series E-ISSN 1868-4521

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Basic PrinciplesThe objective of statistical mechanics is to calculate the measurable properties of macroscopic systems, starting from a microscopic Hamiltonian. These systems might be isolated or nearly isolated, stand-alone systems, or they might be in contact with some kind of environment with which they can interact in various ways.

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Exact MappingsIn this chapter, we discuss exact mappings which relate statistical problems in which there is no reference to a temperature, to statistical mechanical models to which we can apply the various techniques of analysis discussed in this text.

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A. J. Berlinsky,A. B. HarrisWritten by experienced instructors who have class tested materials in the book over a period of years.Offers many examples and exercises to test student understanding.Includes novel and interesting to

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