Date | Lecturer | Topics | Corresponding chapters in class notes |
Scribe notes |
October, 1st Curie |
Guillaume Obozinski | Introduction Maximum likelihood Linear regression |
5 Slides (intro) Slides |
Huu Dien Khue Le, Robin Benesse lecture1.pdf lecture1.zip |
October, 8th Curie |
Guillaume Obozinski | Logistic regression Generative classification K-means |
6, 7 Slides Regression Slides EM |
Aymeric Reshef, Claire Vernade lecture2.pdf lecture2.zip |
October 15th Condorcet (Batiment d'Alembert) |
Francis Bach | EM Gaussian mixtures Graph theory |
10, 11 |
Marie d’Autume, Jean-Baptiste Alayrac lecture3.pdf lecture3.zip |
October 22nd Curie |
Francis Bach | Directed graphical models Undirected graphical models |
2 |
Vincent Bodin, Thomas Moreau lecture4.pdf lecture4.zip |
October 29th Curie |
Guillaume Obozinski | Exponential families Mixture of experts |
8, 10, 19 |
Thomas Belhalfaoui, Lénaïc Chizat lecture5.pdf lecture5.zip |
November 5th Curie |
Guillaume Obozinski | Gaussian variables Sum-product algorithm |
13,
14 |
Lucas Plaetevoet, Ismael Belghiti lecture6.pdf lecture6.zip |
November 12th Curie |
Francis Bach | HMM Factor Analysis |
4,
12 |
Pauline
Luc, Mathieu Andreux lecture7.pdf lecture7.tex |
November 19th Curie |
Guillaume Obozinski | Inexact inference | 21 |
|
November 26th |
|
No lecture | ||
December 3rd Curie |
Francis Bach | Bayesian methods |
Moussab
Djerrab |
Mid-november | Choose a
project (one or two
students per projects, preferably two) |
Before 11/26 | Submit
proposal detailing the choice
of project.
More information on the procedure will provided soon. |
Before 12/03 | Send a draft (1 page) + first
results, on the Moodle. |
12/17 | Poster session in Batiment Cournot (C102-103) - 9am to 12pm |
Before 01/07 | Submit your project report (~6 pages, on the Moodle) |
Before 01/07 | Submit your take home exam (on the Moodle). |
This course provides a unifying introduction to probabilistic modelling through the framework of graphical models, together with their associated learning and inference algorithms.
References
- Class
notes
The
course will be based on the book in preparation of
Michael Jordan (UC Berkeley) and on research articles.
The course notes ("polycopie") may be obtained from the Mastere's
adminstrative assistant.