Sharing Residual Units Through Collective Tensor Factorization in Deep Neural Networks
Chen Yunpeng, Jin Xiaojie, Kang Bingyi, Feng Jiashi, Yan Shuicheng

TL;DR
This paper introduces Collective Residual Units (CRU), a novel architecture that improves parameter efficiency in deep neural networks by sharing knowledge across residual units through tensor factorization, achieving high accuracy with smaller models.
Contribution
It proposes a new residual unit architecture based on collective tensor factorization, enhancing parameter efficiency and model performance.
Findings
CRU achieves comparable performance to ResNet-200 with ResNet-50 size.
CRU enables deeper networks with state-of-the-art accuracy on ImageNet-1k and Places365.
CRU demonstrates superior parameter efficiency over traditional residual units.
Abstract
Residual units are wildly used for alleviating optimization difficulties when building deep neural networks. However, the performance gain does not well compensate the model size increase, indicating low parameter efficiency in these residual units. In this work, we first revisit the residual function in several variations of residual units and demonstrate that these residual functions can actually be explained with a unified framework based on generalized block term decomposition. Then, based on the new explanation, we propose a new architecture, Collective Residual Unit (CRU), which enhances the parameter efficiency of deep neural networks through collective tensor factorization. CRU enables knowledge sharing across different residual units using shared factors. Experimental results show that our proposed CRU Network demonstrates outstanding parameter efficiency, achieving comparable…
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Taxonomy
TopicsTensor decomposition and applications · Parallel Computing and Optimization Techniques · Advanced Neural Network Applications
