STATPHYS.bib

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@MISC{rau1998statistical,
  AUTHOR = {Jochen Rau},
  TITLE = {Statistical Mechanics in a Nutshell},
  YEAR = {1998},
  NOTE = {Lecture Notes (Part I of a course on "Transport
                  Theory" taught at Dresden University of Technology,
                  Spring 1997),},
  URL = {http://arxiv.org/abs/physics/9805024},
  PS = {/sci_docs/physics/papers/arxiv/rau1998statistical.ps.gz},
  ROPSECTIONS = {LECTURE STATPHYS},
  ABSTRACT = {I give a concise introduction to some essential
                  concepts of statistical mechanics: 1. Probability
                  theory (constrained distributions, concentration
                  theorem, frequency estimation, hypothesis testing);
                  2. Macroscopic systems in equilibrium (macrostate,
                  thermodynamic variables, entropy, first law,
                  thermodynamic potentials, correlations); 3. Linear
                  response (Kubo formula). }
}

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@BOOK{kadanoff2000stat,
  AUTHOR = {Leo P. Kadanoff},
  TITLE = {STATISTICAL PHYSICS: Statics, Dynamics and
                  Renormalization},
  PUBLISHER = {World Scientific Publishing},
  YEAR = {2000},
  MONTH = {May},
  NOTE = {ISBN 981-02-3758-8,ISBN 981-02-3764-2(pbk)},
  ROPSECTIONS = {RG STATPHYS},
  URL = {/sci_docs/physics/papers/book/kadanoff2000stat/},
  ABSTRACT = {The material presented in this invaluable textbook
                  has been tested in two courses. One of these is a
                  graduate-level survey of statistical physics; the
                  other, a rather personal perspective on critical
                  behavior. Thus, this book defines a progression
                  starting at the book-learning part of graduate
                  education and ending in the midst of topics at the
                  research level. To supplement the research-level
                  side the book includes some research papers. Several
                  of these are classics in the field, including a
                  suite of six works on self-organized criticality and
                  complexity, a pair on diffusion-limited aggregation,
                  some papers on correlations near critical points, a
                  few of the basic sources on the development of the
                  real-space renormalization group, and several papers
                  on magnetic behavior in a plain geometry. In
                  addition, the author has included a few of his own
                  papers. }
}