Course: Statistical Mechanics
by Christian Micheletti
Part (A)
- Basic notions
- ensemble microcanonical, canonical and grancanonical
- Boltzamann, Bose and Fermi statistics
- quantum statistical mechanics
- Phase Transition
- Ising model (Transfer matrix in 1D + field etc.)
- Weiss approach
- critical exponents
- variational principles and mean field
- infinite range model
- scaling relations, Widom hypothesis and its consequences
- finite-size scaling
- Computational methods and off-equilibrium
- master equation
- Langevin approach
- importance sampling and Monte Carlo
- Simulated annealing
- reweighting techniques
Part (B)
- Soft-condensed matter
- Statistical mechanics for polymers
- percolation theory
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