Layered feature representation for differentiable architecture search

被引:0
作者
Jie Hao
William Zhu
机构
[1] Institute of Fundamental and Frontier Sciences at the University of Electronic Science and Technology of China,
来源
Soft Computing | 2022年 / 26卷
关键词
Neural architecture search; Differentiable; Layered feature representation; Candidate operations;
D O I
暂无
中图分类号
学科分类号
摘要
Differentiable architecture search (DARTS) approach has made great progress in reducing the computational costs of designing automatically neural architectures. DARTS tries to discover an optimal architecture module, called as the cell, from a predefined super network containing all possible network architectures. Then a target network is constructed by repeatedly stacking this cell multiple times and connecting each one end to end. However, the repeated design pattern in depth-wise of networks fails to sufficiently extract layered features distributed in images or other media data, leading to poor network performance and generality. To address this problem, we propose an effective approach called Layered Feature Representation for Differentiable Architecture Search (LFR-DARTS). Specifically, we iteratively search for multiple cell architectures from shallow to deep layers of the super network. For each iteration, we optimize the architecture of a cell by gradient descent and prune out weak connections from this cell. Meanwhile, the super network is deepen by increasing the number of this cell to create an adaptive network context to search for a depth-adaptive cell in the next iteration. Thus, our LFR-DARTS can obtain the cell architecture at a specific network depth, which embeds the ability of layered feature representations into each cell to sufficiently extract layered features of data. Extensive experiments show that our algorithm solves the existing problem and achieves a more competitive performance on the datasets of CIFAR10 (2.45% error rate) , fashionMNIST (3.70%) and ImageNet (25.5%) while at low search costs.
引用
收藏
页码:4741 / 4753
页数:12
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