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Semi-supervised Learning by Higher Order Regularization
Published on May 06, 20113730 Views
In semi-supervised learning, at the limit of infinite unlabeled points while fixing labeled ones, the solutions of several graph Laplacian regularization based algorithms were shown by Nadler et a
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Chapter list
Semi-Supervised Learning byHigher Order Regularization00:00
Outline00:21
Semi-Supervised Learning (1)01:14
Semi-Supervised Learning (2)01:27
Semi-Supervised Learning (3)01:55
Semi-Supervised Learning (4)02:40
Graph Laplacian Regularization (1)03:15
Graph Laplacian Regularization (3)04:46
Graph Laplacian Regularization (4)05:11
Graph Laplacian Regularization (5)06:02
Graph Laplacian Regularization (6)06:36
Problem of Graph Laplacian Regularization (1)06:39
Problem of Graph Laplacian Regularization (2)06:57
Problem of Graph Laplacian Regularization (3)07:51
Problem of Graph Laplacian Regularization (4)08:15
Problem of Graph Laplacian Regularization (5)09:08
Solution: Iterated Laplacian Regularization (1)09:22
Solution: Iterated Laplacian Regularization (2)09:54
Solution: Iterated Laplacian Regularization (3)10:14
Solution: Iterated Laplacian Regularization (4)10:20
Solution: Iterated Laplacian Regularization (5)10:37
Solution: Iterated Laplacian Regularization (6)11:15
Solution: Iterated Laplacian Regularization (7)11:57
Experiments (1)12:41
Experiments (2)13:58
Experiments (3)14:28
Thanks to17:05
Thank you17:24