Advanced Statistical Learning Theory
author:
Olivier Bousquet,
Google
Description
This set of lectures will complement the statistical learning theory course and focus on recent advances in the domain of classification. 1- PAC Bayesian bounds: a simple derivation, comparison with Rademacher averages.
2 - Local Rademacher complexity with classification loss, Talagrand's inequality. Tsybakov noise conditions.
3 - Properties of loss functions for classification (influence on approximation and estimation, relationship with noise conditions).
4 - Applications to SVM - Estimation and approximation properties, role of eigenvalues of the Gram matrix.
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| Slides | |
| 0:01 | Statistical Learning Theory |
| 0:35 | Roadmap (1) |
| 2:21 | Roadmap (2) |
| 2:49 | Lecture 1 |
| 3:28 | Learning and Inference |
| 4:51 | Pattern recognition |
| 6:09 | Approximation/Interpolation |
| 8:48 | Occam’s Razor |
| 10:52 | No Free Lunch |
| 13:34 | Assumptions |
| 14:28 | Goals |
| 15:39 | Probabilistic Model |
| 17:56 | Probabilistic Model |
| 19:43 | Probabilistic Model |
| 23:26 | Target function |
| 29:34 | Assumptions about P |
| 32:41 | Approximation/Interpolation (again) |
| 33:10 | Overfitting/Underfitting |
| 34:03 | Empirical Risk Minimization |
| 35:25 | Approximation/Estimation |
| 38:13 | Structural Risk Minimization |
| 40:15 | Regularization |
| 41:41 | Bounds (1) |
| 42:42 | Bounds (2) |
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