How to Predict Sequences with Bayes, MDL, and Experts
author:
Marcus Hutter,
IDSIA
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| Slides | |
| 0:03 | How to Predict Sequences with |
| 1:39 | Overview |
| 7:40 | Table of Contents |
| 8:34 | Philosophical Issues: Contents |
| 8:42 | Philosophical Issues: Abstract |
| 8:48 | On the Foundations of Machine Learning |
| 9:54 | Example 1: Probability of Sunrise Tomorrow |
| 13:20 | Example 2: Digits of a Computable Number |
| 14:36 | Example 3: Number Sequences |
| 16:35 | Occam's Razor to the Rescue |
| 17:12 | Foundations of Induction |
| 18:03 | Problem Setup |
| 19:30 | Dichotomies in Machine Learning |
| 22:12 | Sequential/online predictions |
| 24:42 | Bayesian Sequence Prediction: Contents |
| 25:22 | Bayesian Sequence Prediction: Abstract |
| 25:52 | Uncertainty and Probability |
| 27:39 | Frequency Interpretation: Counting |
| 28:35 | Objective Interpretation: Uncertain Events |
| 29:31 | Subjective Interpretation: Degrees of Belief |
| 30:49 | Bayes' Famous Rule |
| 33:36 | Example: Bayes' and Laplace's Rule |
| 36:28 | Example: Bayes' and Laplace's Rule |
| 40:22 | Exercise 1: Envelope Paradox |
| 42:32 | Exercise 2: Con¯rmation Paradox |
| 44:40 | Notation: Strings & Probabilities |
| 45:46 | The Bayes-Mixture Distribution » |
| 48:09 | Relative Entropy |
| 50:45 | Proof of the Entropy Bound |
| 52:11 | Posterior Convergence |
| 55:13 | Sequential Decisions |
| 57:07 | Loss Bounds |
| 60:55 | Proof of Instantaneous Loss Bounds |
| 63:01 | Generalization: Continuous Probability Classes M |
| 70:46 | Bayesian Sequence Prediction: Summary |
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