Parameter Learning for Bayesian Networks with Strict Qualitative Influences
author:
Ad Feelders,
Utrecht University
Description
We propose a new method for learning the parameters of a Bayesian network with qualitative influences. The proposed method aims to remove unwanted (context-specific) independencies that are created by the order-constrained maximum likelihood (OCML) estimator. This is achieved by averaging the OCML estimator with the fitted probabilities of a first-order logistic regression model. We show experimentally that the new learning algorithm does not perform worse than OCML, and resolves a large part of the independencies.
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| Slides | |
| 0:00 | Parameter Learning for Bayesian Networks with Strict Qualitative Influences |
| 0:46 | Motivation |
| 2:19 | Qualitative Influences pt 1 |
| 3:38 | Qualitative Influences pt 2 |
| 5:49 | OCML Estimates Create Independencies |
| 8:50 | Specifying Minimum Margins |
| 9:51 | Our Proposal |
| 11:00 | How This (Sometimes) Solves the Problem |
| 12:18 | What If an LR Coefficient Has the Wrong Sign? |
| 13:17 | How to Determine the Value? |
| 13:56 | Results on Artificial Data |
| 15:26 | Results on Real Data |
| 16:23 | How Many Independencies Could We Fix? |
| 16:53 | Conclusions |
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