Number of hours
- Lectures 2.0
- Projects 0
- Tutorials 2.0
- Internship 0
- Laboratory works 14.0
ECTS
ECTS 2.0
Goal(s)
Introduction to the statistical learning theory and prediction (regression/classification)
- Review of Models/Algorithms for supervised/unsupervised learning
- Illustration of these algorithms on different dataset
(Artificial Intelligence, Bioinformatics, vision, etc ...)
Content(s)
- General introduction to the statistical learning theory and prediction (regression/classification)
- Generative approaches: Gaussian discriminant analysis, naïve Bayes hypothesis
- Discriminative approaches: linear models and penalization, stochastic gradient
- Model-free approaches: support vector machines (SVM)
- Model-free approaches: decision trees and random forests
- Unsupervised classification (kmeans, Gaussian mixture model, hierarchical methods)
Prerequisites
- Basics of linear algebra
- Notions of probability (random vectors, Gaussian vectors, conditional distributions)
- Data analysis course: principal component analysis and dimension reduction
- Advanced notions of statistics (inference and statistical decision theory)
- Optimization: constrained optimization (KKT conditions), steepest descent algorithm
Test
Semester 9 - The exam is given in english only
First session
- ER assessment : 2 hours supervised written
- EN assessment : work assignments + Lab reports
If distant learning mandatory:
- ER assessment : 2 hours homework
- EN assessment : work assignments + Lab reports
---------------
Second session
- EN assessment: Retaking this assessment is not possible
33% EN + 67% ER
Additional Information
Semester 9 - This course is given in english only
Course list
Curriculum->Engineering degree->Semester 9
Curriculum->Double-Diploma Engineer/Master->Semester 9
Bibliography
- Trevor Hastie, Robert Tibshirani et Jerome Friedman (2009), "The Elements of Statistical Learning," (2nd Edition) Springer Series in Statistics
- Christopher M. Bishop (2006), "Pattern Recognition and Machine Learning," Springer
- Kevin P. Murphy (2012), "Machine Learning: a Probabilistic Perspective", The MIT Press