Associate professor in BeiHang University, research interest: deep learning, semi-supervised learning, active learning and their application to visual dada
NormalizationSurvey. This repo is for our paper: Normalization Techniques in Training DNNs: Methodology, Analysis and Application
85OthogonalWN. This project is the Torch implementation of our accepted AAAI 2018 paper : orthogonal weight normalization method for solving orthogonality constraints over Steifel manifold in deep neural networks (arXiv:1709.06079 )
57IterNorm-pytorch. This is the pytorch re-implementation of the IterNorm
41XBNBlock. This project is the PyTorch implementation of our CVPR 2022 paper:
27IterNorm. This project is the Torch implementation of our accepted CVPR 2019 paper, Iterative Normalization: Beyond Standardization towards Efficient Whitening
27ONI. PyTorch and Torch implementation for our accepted CVPR 2020 paper (Oral): Controllable Orthogonalization in Training DNNs
24CenteredWN. This project is the Torch implementation of our ICCV 2017 paper: Centered Weight Normalization in Accelerating Training of Deep Neural Networks
21LRCount-CNN. This code is for our ICML 2020 paper "On the Number of Linear Regions of Convolutional Neural Networks."
13StochasticityBW. PyTorch and Tensorflow implementation for our accepted CVPR 2020 paper (Oral): An Investigation into the Stochasticity of Batch Whitening
10GroupWhitening. This project is the PyTorch implementation of our accepted CVPR 2021 paper, Group Whitening: Balancing Learning Efficiency and Representational Capacity
9Active-GBSSL. This is a project of my paper related to active learning and graph based semi-supervised learning, which is published on ICME 2014. The project is written by matlab
7NormProjection. This project is the Torch implementation of the paper: Projection Based Weight Normalization for Deep Neural Networks (arXiv:1710.02338)
7LayerwiseCA. This project is for the paper: Exploring learning dynamics of DNNs via layerwise conditioning analysis
5Ladder_deepSSL_NP. The reimplementation of Ladder networks with projection based weight normalization. We achieved test errors as 2.52%, 1.06%, and 0.91% on Permunate invariant MNIST dataset with 20, 50, and 100 labeled samples respectively, which is the state-of-the-art results.
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