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Aims of Statistical Mechanics
Fundamental Laws Real World Microscopic Macroscopic Theory Experiment Atoms Thermodynamics / Life
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Why Statistics? Microstate: DoF ~ 1023 Macrostate: DoF ~ 100
Lost of Information Statistics New Regularities
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History Thermodynamics Kinetic Theory Ensemble Theory
Quantum Statistics
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First Goals Re-derive thermodynamics.
Understand systems of non-interacting particles. Incorporate quantum features.
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Early Successes Linear response theory Quantum transport
Fluctuation – dissipation theorem Quantum transport Finite temperature quantum field theory Quantum Boltzmann equation Critical phenomena Renormalization group
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Recent Interests Nonequilibrium Systems
Dynamical Phase Transitions Quantum Transport Micro Reversibility Macro Irreversibility Arrow of Time / Chaos Self Organization Complexity / Life
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Statistical Physics: An Introductory Course
D.J. Amit & Y. Verbin The Open University of Israel World Scientific (1999)
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Simple systems Profound ideas Exercises with Solutions
Approach Simple systems Profound ideas Exercises with Solutions
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Content The Kinetic Theory of Gases
Statistical Physics with Paramagnets Statistical Physics and Thermodynamics From Ideal Gas to Photon Gas Of Fermions and Bosons
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References L.D. Landau, E.M.Lifshitz,
“Statistical Physics”, Part 1, 3rd ed., Vol 5 of “Course of Theoretical Physics”, Pergamon (1975) R.P. Feynman, “Statistical Mechanics”, Benjamin (1972) F. Reif, “Fundamentals of Statistical & Thermal Physics”, MacGraw Hill (1965) L.E. Reichl, “A Modern Course in Statistical Physics”, 2nd ed., Wiley (1998)
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Web Site: http://ckw.phys.ncku.edu.tw
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