Completion of biological networks : the output kernel trees approach
author:
Florence d'Alché,
Université Evry Val d'Essonne
Description
Elucidating biological networks appears nowadays as one of the most important challenge in systems biology. Due to the availability of various sources of data, machine learning has to play a major role regarding this issue, given its large spectrum of tools ranging from generative models to concept learning methods. In this work the focus is narrowed on the completion of biological interactions networks for which some of the interactions between variables (usually genes or proteins) are already known.
Categories
Top: Computer Science: Machine Learning: Structured OutputTop: Computer Science: Machine Learning: Kernel Methods
Top: Computer Science: Bioinformatics
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| Slides | |
| 0:00 | Completion of biological networks the output kernel |
| 0:22 | Introduction |
| 2:39 | Outline |
| 3:05 | Outline - Supervised network inference |
| 3:07 | Supervised graph inference |
| 4:04 | A general solution based on considering a kernelized |
| 5:21 | A kernel on graph nodes |
| 5:55 | Outline - Output kernel trees |
| 5:57 | Output kernel trees |
| 7:16 | Back to the classic framework of supervised learning |
| 7:51 | Regression trees on multiple outputs |
| 9:21 | Multiple outputs regression trees |
| 10:20 | Prediction with multiple outputs regression trees |
| 10:53 | Output kernel trees (OK3) use the kernel trick in the output space pt 1 |
| 11:47 | Output kernel trees (OK3) use the kernel trick in the output space pt 2 |
| 12:47 | Algorithm devoted to the supervised network inference |
| 14:20 | Regression trees in output feature space pt 1 |
| 15:05 | Regression trees in output feature space pt 2 |
| 16:09 | Ensemble methods |
| 19:04 | Outline - Results |
| 19:05 | Biological networks |
| 21:52 | Comparison of different tree based methods |
| 23:01 | Comparison of different sets of features |
| 23:42 | Comparison with full kernel based methods |
| 26:18 | Robustness |
| 27:47 | Interpretability rules and clusters (an example with a protein-protein network) |
| 30:45 | Interpretability feature ranking |
| 31:15 | Conclusion |
| 33:18 | Interpretability rules and clusters (an example with a protein-protein network) (a) |
| 35:15 | Regression trees in output feature space pt 1 (a) |
| 36:54 | Comparison with full kernel based methods (a) |
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