Learning from Interpretations: A Rooted Kernel for Ordered Hypergraphs
author:
Gabriel Wachman,
Tufts University
Description
The paper presents a kernel for learning from ordered hypergraphs, a formalization that captures relational data as used in Inductive Logic Programming (ILP). The kernel generalizes previous approaches to graph kernels in calculating similarity based on walks in the hypergraph. Experiments on challenging chemical datasets demonstrate that the kernel outperforms existing ILP methods, and is competitive with state-of-the-art graph kernels. The experiments also demonstrate that the encoding of graph data can affect performance dramatically, a fact that can be useful beyond kernel methods.
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| Slides | |
| 0:00 | Learning from interpretations: A rooted kernel for ordered hypergraphs |
| 0:40 | Motivation |
| 1:17 | Agenda |
| 1:50 | Kernel definition-01 |
| 2:41 | Kernel definition-02 |
| 3:12 | Previous work |
| 4:17 | Walk types |
| 6:51 | Graph kernel and variants |
| 8:38 | Edge kernel-01 |
| 10:14 | Edge kernel-02 |
| 10:57 | Example |
| 11:22 | A hypergraph kernel-01 |
| 12:02 | A hypergraph kernel-02 |
| 12:47 | Experiments |
| 14:12 | Edge encoding (Gärtner05) |
| 14:56 | Edge encoding-01 |
| 15:05 | Edge encoding-02 |
| 15:17 | Edge encoding-03 |
| 15:29 | Edge encoding-04 |
| 15:33 | Edge encoding-05 |
| 15:37 | Edge encoding-07 |
| 15:40 | Edge encoding-08 |
| 15:45 | Experimental setup |
| 16:15 | Results on NCTRER-01 |
| 16:28 | Results on NCTRER-02 |
| 17:02 | Results-01 |
| 18:01 | Results-02 |
| 18:26 | Results-03 |
| 18:29 | Results-04 |
| 19:38 | Results-05 |
| 19:42 | Results-06 |
| 20:18 | Results-07 |
| 20:29 | Summary |
| 22:34 | Thank you |
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