Informations (academic year 2023-2024)
Problem sets
- Problem Set 1: The ideal fermion gas
- Problem Set 2: The Ising model
- Problem Set 3: The liquid-gas phase transition
- Problem Set 4: Debye-Hückel theory
- Problem Set 5: Polymer physics
Additional problem sets (not discussed in class)
- Elasticité de la laine
- Formalisme de la matrice densité
- Développement du viriel
- Equation de Langevin
- Adsorption of a gas on a surface
- Quantum statistics
- The Blume-Emery-Griffiths model
- Virial expansion in the grand-canonical ensemble
- Stability of a colloidal system
Past written exams
- Examen 2013-2014 — 1re session
- Examen 2013-2014 — 2e session
- Examen 2014-2015 — 1re session
- Examen 2014-2015 — 2e session
- Examen 2015-2016 — 1re session
- Examen 2015-2016 — 2e session
- Examen 2016-2017 — 1re session
- Examen 2016-2017 — 2e session
- Examen 2017-2018 — 1re session
- Examen 2017-2018 — 2e session
- Examen 2018-2019 — 1re session
- Examen 2018-2019 — 2e session
- Exam 2019-2020 — Session 1 [en] [fr]
- Exam 2020-2021 — Session 1
- Exam 2020-2021 — Session 2
- Exam 2021-2022 — Session 1
- Exam 2021-2022 — Session 2
- Exam 2022-2023 — Session 1
- Exam 2022-2023 — Session 2
- Exam 2023-2024 — Session 1
- Exam 2023-2024 — Session 2
Statistical physics on the web
- Lecture notes by David Tong (University of Cambridge)
- Lecture notes by Daniel Arovas (UCSD)
- Ising simulation by Matt Bierbaum (Cornell)