How to predict with Bayes, MDL, and Experts
Description
Most passive Machine Learning tasks can be (re)stated as sequence prediction problems. This includes pattern recognition, classification, time-series forecasting, and others. Moreover, the understanding of passive intelligence also serves as a basis for active learning and decision making. In the recent past, rich theories for sequence prediction have been developed, and this is still an ongoing process. On the other hand, we are arriving at the stage where some important results are already termed classical. While much of the current Learning Theory is formulated under the assumption of independent and identically distributed (i.i.d.) observations, this lecture series focusses on situations without this prerequisite (e.g. weather or stock-market time-series).
Categories
Top: Computer Science: Machine Learning: Statistical LearningTop: Computer Science: Machine Learning: Computational Learning Theory
| Slides | |
| 0:44 | How to Predict with Bayes, MDL, and Experts |
| 1:24 | Overview |
| 7:59 | Table of Contents |
| 8:44 | Philosophical Issues: Contents |
| 9:21 | Philosophical Issues: Abstract |
| 9:22 | On the Foundations of Machine Learning |
| 11:50 | Example 1: Probability of Sunrise Tomorrow |
| 15:29 | Example 2: Digits of a Computable Number |
| 17:15 | Example 3: Number Sequences |
| 20:57 | Occam's Razor to the Rescue |
| 21:58 | Foundations of Induction |
| 23:22 | Problem Setup |
| 25:15 | Dichotomies in Machine Learning |
| 27:53 | Sequential/online predictions |
| 30:16 | Bayesian Sequence Prediction: Contents |
| 31:11 | Bayesian Sequence Prediction: Abstract |
| 31:13 | Uncertainty and Probability |
| 32:01 | Frequency Interpretation: Counting |
| 33:12 | Objective Interpretation: Uncertain Events |
| 35:01 | Subjective Interpretation: Degrees of Belief |
| 37:31 | Bayes' Famous Rule |
| 41:14 | Example: Bayes' and Laplace's Rule |
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