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Combined display of all available logs of statwiki. You can narrow down the view by selecting a log type, the username (case-sensitive), or the affected page (also case-sensitive).
- 19:15, 30 January 2025 Z238zhan talk contribs created page File:Recurrent NN .png (Screenshot from Lecture 8)
- 19:15, 30 January 2025 Z238zhan talk contribs uploaded File:Recurrent NN .png (Screenshot from Lecture 8)
- 17:35, 28 January 2025 Z238zhan talk contribs created page File:different pooling strategies.png (Validation accuracy for different pooling strategies on CIFAR-10 dataset)
- 17:35, 28 January 2025 Z238zhan talk contribs uploaded File:different pooling strategies.png (Validation accuracy for different pooling strategies on CIFAR-10 dataset)
- 23:32, 23 January 2025 Z238zhan talk contribs created page File:validation loss.jpg (Validation loss with different L2 regularization and patience for early stopping)
- 23:32, 23 January 2025 Z238zhan talk contribs uploaded File:validation loss.jpg (Validation loss with different L2 regularization and patience for early stopping)
- 23:17, 23 January 2025 Z238zhan talk contribs created page File:training loss.jpg (Plot of training loss for different dropout rates)
- 23:17, 23 January 2025 Z238zhan talk contribs uploaded File:training loss.jpg (Plot of training loss for different dropout rates)
- 18:28, 15 January 2025 Z238zhan talk contribs created page File:Visualization 3D.jpg (Visualize a single linear equation with three inputs associates a value y with each point in a 3D space.)
- 18:28, 15 January 2025 Z238zhan talk contribs uploaded File:Visualization 3D.jpg (Visualize a single linear equation with three inputs associates a value y with each point in a 3D space.)
- 18:17, 15 January 2025 Z238zhan talk contribs created page File:Screenshot 2025-01-15 at 5.52.47 PM.png (Visualize a single linear equation with three inputs associates a value y with each point in a 3D space.)
- 18:17, 15 January 2025 Z238zhan talk contribs uploaded File:Screenshot 2025-01-15 at 5.52.47 PM.png (Visualize a single linear equation with three inputs associates a value y with each point in a 3D space.)
