E-learning
UniversitySurf.net
Electronic Scholarly Publishing
American Journal of Physics
Master de Physique fondamentale et sciences pour l'ingenieur (M2)
International Centre for Fundamental Physics (ICFP)
Renseignements :
Giulio Biroli
giulio.biroli@ens.fr (academic) and
Medina Mahrez
medina.mahrez@phys.ens.fr (for practical matters)
Advanced statistical physics
This course covers advanced topics in Statistical Physics. It assumes a very good knowledge of the Statistical Physics concepts and methods taught in standard lectures at the M1 level.
We strongly suggest the students who do not have a strong background in Statistical Physics to profit from the summer break and acquire it. Any standard Statistical Physics textbook should be helpful.
We have also prepared an exercise sheet
Math Support
with definitions and problems. It focuses on the mathematical tools needed before the beginning of our lectures and exercise sessions. We strongly suggest the students to work on these problems as a preparation for our course.
We will not explicitly correct these exercises but we will assume that the students are already proficient at using these methods.
Final mark: 20% homework during Autumn break, 80% final written exam which will cover conceptual questions and some exercises
Lectures: Monday 8:30 - 10:30 salle (see
planning
and
map
of Jussieu)
Exercises: Monday 10:45 - 12:45 salles (see planning and map of Jussieu)
Documents
Math Support
Math Support
Slides
(background for introduction and plots)
Hand-written notes 2024
Introduction (Basic concepts, the notion of a bath)
Chapter 1 -
Introduction (Basic concepts, inequivalence of ensembles, the notion of a bath)
TD 1
The mean-field approach
Solution
Hand-written notes 2024
Phase Transitions
Chapter 2 -
Phase transitions
2dXY model and the nucleation argument for 1st order phase transitions
Hand-written notes
TD 2 (2024)
First analysis of the 2d XY model: spin-waves and high temperature expansion
Solution
TD 3
Real-space renormalisation group
Solution Percolation
Solution Real Space RG
TD 4 (2024)
Second analysis of the 2d XY model: renormalization group
Solution
Homework
Homework
Data sets 2dIM T=Tc h
OUT2dL10Tc
OUT2dL16Tc
OUT2dL20Tc
OUT2dL40Tc
Data sets 2dIM T h=0
OUT2dL10Th0
OUT2dL16Th0
OUT2dL20Th0
OUT2dL40Th0
Data sets 2dIM T close to Tc h=0
OUT2dL10Th0close
OUT2dL16Th0close
OUT2dL20Th0close
OUT2dL40Th0close
Hand-written notes
Quantum Statistical Physics
Chapter 3 -
Quantum Statistical Physics
TD 5
Quantum classical mapping
Solution
TD 6
Quantum Ising Model
Solution
Homework
Prepare one report by binome, in pdf format, called surname1-surname2.pdf and send it
to leticia@lpthe.jussieu.fr before the deadline
Some extra material
TD
Ergodicity, baths (and phonons)
TD
The Blume Capel Model
Solution
TD
The unzipping transition of the DNA
(optional)
Solution -
hand-written notes
TD
Quenched randomness
(optional)
Solution
Solution
Exam
Exam 2021
Exam 2021
Exam 2021 - 2nd Session
Exam 2021 2nd
Exam 2022
Exam 2022
Exam 2023
Exam 2023
Exam 2023 - 2nd Session
Exam 2023 2nd
You can write in English or French, as you prefer.
No books, notes, calculator nor mobile phone allowed.
Not only the results but also the clarity and relevance
of the explanations will be evaluated.
Focus on the questions asked and answer them
(and not some other issue).
If doubt exists as to the interpretation of any question, the candidate is urged to consult the examiners in the room
and to submit with the answer paper a clear statement of any assumptions made.
Master de Physique fondamentale et sciences pour l'ingenieur (M2)
Systèmes complexes
Calendar
Planning Lecture Halls
Renseignements :
Dominique Mouhanna (Laboratoire de Physique de la Matiere Condensee)
mouhanna@lptmc.jussieu.fr
Frederic van Wijland (Laboratoire Matiere et Systemes Complexes)
frederic.van-wijland@univ-paris-diderot.fr
Christophe Texier (Laboratoire de Physique Theorique et Modeles Statistiques)
christophe.texier@@universite-paris-saclay.fr
Dynamics of quantum systems
2024-2025
Thursday 14:00 - 18:00 at
Université Paris Cité Salle 418C Halle
These
Lecture Notes cover most of what I will do this year. They
are not finalized, and for sure there are lots of typos,
misprints and so on.
Quantum Physics (out of equilibrium)
Random matrices, quantum chaos, and localization
Lecture given by Davide Venturelli
Guidelines for writing the final report
Call it name-surname.pdf
Master de Physique fondamentale et sciences pour l'ingenieur (M2)
Systèmes complexes
Calendar
Planning Lecture Halls
Renseignements :
Dominique Mouhanna (Laboratoire de Physique de la Matiere Condensee)
mouhanna@lptmc.jussieu.fr
Frederic van Wijland (Laboratoire Matiere et Systemes Complexes)
frederic.van-wijland@univ-paris-diderot.fr
Christophe Texier (Laboratoire de Physique Theorique et Modeles Statistiques)
christophe.texier@@universite-paris-saclay.fr
Disordered Systems
2023-2024
Thursday 13:45 - 15:45 at
Université Paris Cité
Salle
This year I will center my lectures around the description of the so-called
"disordered systems". The choice is timely, given the 2021 Nobel Prize
attributed to G. Parisi.
I will cover static and dynamics aspects. I will
orient you towards my lecture notes and bibliographical references.
2023
Notes du cours
Slides & hand-written notes
Chapter
Oscillator with random frequency with replicas
Fully connected Random Field Ising Model with replicas
Hand-written notes on the SK model with replicas
Hand-written notes on finite dimensional disordered models
Hand-written notes on dynamics
(Incomplete) list of papers for the exam
2022 Exam
Solutions
2015-2016 Notes
Out of equilibrium dynamics
Topics in advanced statistical physics
2020-2022
Notes du cours
Introduction (Basic concepts, inequivalence of ensembles, Generalised Gibbs Ensembles)
Phase transitions
Video 2nd Lecture
Video 3rd Lecture
Slides from a Lecture on phase transitions in 2d particle systems
TD 1 Blume Capel model
Solution
Frustration
Video 4th Lecture
Video 5ft Lecture
Random matrices
Video 6th Lecture
Video 7th Lecture
TD 2 Numerical evaluation of random matrix properties
TD 2 Random Matrices
Solution
Chapter on random matrix GOE calculations
Disordered systems
Slides
Video disorder 1
Video disorder 2
Video disorder 3
Video disorder 4
TD3 Random field Ising Model
Solution
Extra material
TD Frustration - Maxwell (pdf)
TD The random field Ising model (pdf)
Solution (pdf)
TD Correlations in disordered systems (pdf)
Exams from past years
Exam 2017,
Exam 2 2017,
Exam 2018,
Exam 2 2018,
Exam 3 2018,
Exam 2019
Exam 2020 with solution
Exam 2021
Systèmes désordonnés
M2-NP244-SDSMC-PTSC
2016-2017 Notes du cours
Disordered systems (pdf)
2015-2016 Notes du cours
Out of equilibrium dynamics (pdf)
License de Physique (L1)
Renseignements :
responsable : Bertrand Laforge (LPNHE Jussieu), laforge@lpnhe.in2p3.fr, 0144274756
secretaire : Jocelyne Quellier (LPNHE Jussieu) jocelyne.quellier@upmc.fr,
0144274044
LP111
Presentation 2011
TDs 2011
Master de Physique fondamentale et appliquée (M2)
Nouveau site
Formation : Noyaux, particules, astroparticules et cosmologie (NPAC)
Ecole doctorale ED381, constituents elementaires - systemes complexes
Renseignements :
responsable : Achille Stocchi (LAL Orsay), stocchi@lal.in2p3.fr, 0164468319
sécretaire : Catherine Bourge (LAL Orsay), bourge@lal.in2p3.fr, 0164468326
Mécanique statistique et processus stochastiques :
applications à la physique de particules et cosmologie
M2-NP319-
(2009)
Poly du cours + TDs + articles a lire (en preparation)
(pdf)
Master de Physique fondamentale et appliquée (M2)
Formation : Champs, particules et matière (CPM)
Specialité: Systèmes dynamiques et statistiques de la matière complexe
Parcours: Champs, matière, ordre et désordre
Renseignements :
responsable : Patricio Leboeuf (LPTMS Orsay), leboeuf@lptms.u-psud.fr
sécretaire : Sylvie Loeffel (IPN Orsay), loeffel@ipno.in2p3.fr, 0169157331
Mécanique Statistique et méthodes stochastiques
(2005)
Poly du cours + TDs (en preparation)
(pdf)
Articles
(pdf)
Licence de Physique appliquée aux sciences de la vie et de
la planète - Paris VI
Statistiques
Cours, TDs, TP, Projets Statistiques 2004 (pdf)
Examen septembre 2004 (pdf)
Examen janvier 2005 (pdf)
Examen septembre 2005 (pdf)
Magistère interuniversitaire de physique -- ENS
(1997-2002)
Mécanique quantique avancée
TDs Mécanique quantique avancée 1999
TDs Mécanique quantique avancée 2000
TDs Mécanique quantique avancée 2001
Examen 1999
Processus stochastiques
TDs Processus stochastiques