22.05 Summary of the course
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Module VI: Stochastic and non-equilibrium statistical processes
15.05 Fluctuation-Dissipation relations
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10.05 Brownian motion, Einstein relation
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08.05 Master equation: Poisson process, Gaussian process
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03.05 Random walk, central limit theorem
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Module V: Statistics of spin systems
12.04 Landau mean field theory
Lecture note: here
10.04 Weiss mean field of the Ising model
Lecture note: here
05.04 1D Ising model
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03. 04 Paramagnetic spins
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Module IV: Quantum gases
22.03 Summary of quantum gases:
Lecture note: here
20.03 Fermi ideal gases
Lecture note: here
15.03 Bose Einstein Condensation
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13.03 Ideal Bose gas and Bose Einstein condensation
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08.03 Debye theory of phonons
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06.03. Photon gas, Blackbody radiation
Lecture notes: here
Module III: Weakly-interacting particles and Van der Waals fluid
01.03 Phase transitions, summary module III
Lecture notes: here
27.02 Mean field, Phase transitions
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22.02 Virial theorem
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20.02 Configurational partition function, correlation functions
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Module II: Non-interacting particles, multiplicity function, partition function
15.02 Recap Module II
Lecture notes: here
13.02 Quantum statistics: FD
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08.02 Quantum statistics: BEC
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06.02 Boltzmann statistics
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Module I: Thermodynamics (review) and statistical ensembles
30.01 recap
Lecture notes: here
29.01 Grand-Canonical ensemble
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23.01 Canonical ensemble
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22.01 Statistical ensembles, Phase space, Liouville’s theorem, microcanonical ensemble
Lecture notes: here
16.01 Thermodynamic potentials, response functions and Maxwell’s relations, thermodynamic stability
Lecture notes: here
15.01 Introduction/Thermodynamic laws, entropy
Lecture notes: here