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Based on a class of partial differential equations called **quasi-linear hyperbolic systems** [[Liu et al, 2023](https://github.com/liuyao12/ConvNets-PDE-perspective)], the QLNet breaks into uncharted waters of ConvNet model space marked by the use of (element-wise) multiplication in lieu of ReLU as the primary nonlinearity. It achieves comparable performance as ResNet50 on ImageNet-1k (acc=**78.61**), demonstrating that it has the same level of capacity/expressivity, and deserves more analysis and study (hyper-paremeter tuning, optimizer, etc.) by the academic community.
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- **Developed by:** Yao Liu 刘杳
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- **Model type:** Convolutional Neural Network (ConvNet)
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- **License:** As academic work, it is free for all to use.
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- **Finetuned from model:** N/A (*trained from scratch*)
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### Model Sources [optional]
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Based on a class of partial differential equations called **quasi-linear hyperbolic systems** [[Liu et al, 2023](https://github.com/liuyao12/ConvNets-PDE-perspective)], the QLNet breaks into uncharted waters of ConvNet model space marked by the use of (element-wise) multiplication in lieu of ReLU as the primary nonlinearity. It achieves comparable performance as ResNet50 on ImageNet-1k (acc=**78.61**), demonstrating that it has the same level of capacity/expressivity, and deserves more analysis and study (hyper-paremeter tuning, optimizer, etc.) by the academic community.
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The overall architecture folllows that of the origianl ConvNet (LeCun) and ResNet (He et al.), with the use of "depthwise" as in MobileNet.
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- **Developed by:** Yao Liu 刘杳
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- **Model type:** Convolutional Neural Network (ConvNet)
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- **License:** As academic work, it is free for all to use.
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- **Finetuned from model:** N/A (*trained from scratch*)
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### Model Sources [optional]
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