Foundations of Machine Learning
author:
Marcus Hutter,
IDSIA
Description
Machine learning is usually taught as a bunch of methods that can
solve a bunch of problems (see above). The second part of the tutorial takes a step back and asks about the
foundations of machine learning, in particular the (philosophical)
problem of inductive inference, (Bayesian) statistics, and
artificial intelligence. It concentrates on principled, unified, and exact methods.
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| Slides | |
| 0:00 | Foundations of Machine Learning |
| 1:39 | Overview |
| 7:15 | Abstract |
| 7:44 | Table of Contents |
| 8:28 | Philosophical Issues: Contents |
| 8:33 | Philosophical Issues: Abstract |
| 8:34 | Philosophical Problems |
| 9:37 | On the Foundations of Machine Learning |
| 11:51 | Example 1: Probability of Sunrise Tomorrow |
| 16:18 | Example 2: Digits of a Computable Number |
| 17:21 | Example 3: Number Sequences |
| 21:36 | Occam's Razor to the Rescue |
| 26:37 | Grue Emerald Paradox |
| 30:01 | Confirmation Paradox |
| 32:58 | Problem Setup |
| 34:38 | What This Tutorial is (Not) About |
| 36:13 | Sequential/Online Prediction - Setup |
| 38:05 | Bayesian Sequence Prediction: Contents |
| 39:19 | Uncertainty and Probability |
| 40:34 | Frequency Interpretation: Counting |
| 42:55 | Objective Interpretation: Uncertain Events |
| 44:52 | Subjective Interpretation: Degrees of Belief |
| 47:11 | Bayes' Famous Rule |
| 50:40 | Example: Bayes' and Laplace's Rule (1) |
| 53:17 | Example: Bayes' and Laplace's Rule (2) |
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