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Rank selection of CP-decomposed convolutional layers with variational Bayesian matrix factorization

机译:带变分贝叶斯矩阵分解的CP分解卷积层的秩选择

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Convolutional Neural Networks (CNNs) is one of successful method in many areas such as image classification tasks. However, the amount of memory and computational cost needed for CNNs inference obstructs them to run efficiently in mobile devices because of memory and computational ability limitation. One of the method to compress CNNs is compressing the layers iteratively, i.e. by layer-by-layer compression and fine-tuning, with CP-decomposition in convolutional layers. To compress with CP-decomposition, rank selection is important. In the previous approach rank selection that is based on sensitivity of each layer, the average rank of the network was still arbitrarily selected. Additionally, the rank of all layers were decided before whole process of iterative compression, while the rank of a layer can be changed after fine-tuning. Therefore, this paper proposes selecting rank of each layer using Variational Bayesian Matrix Factorization (VBMF) which is more systematic than arbitrary approach. Furthermore, to consider the change of each layer's rank after fine-tuning of previous iteration, the method is applied just before compressing the target layer, i.e. after fine-tuning of the previous iteration. The results show better accuracy while also having more compression rate in AlexNet's convolutional layers compression.
机译:卷积神经网络(CNN)是许多领域的成功方法之一,例如图像分类任务。但是,由于内存和计算能力的限制,CNN推断所需的内存量和计算成本阻碍了它们在移动设备中高效运行。压缩CNN的方法之一是迭代地压缩层,即通过逐层压缩和微调,并在卷积层中进行CP分解。要使用CP分解进行压缩,等级选择很重要。在基于各层灵敏度的先前方法等级选择中,仍然可以任意选择网络的平均等级。此外,所有层的等级在迭代压缩的整个过程之前确定,而层的等级可以在微调后更改。因此,本文提出了使用变分贝叶斯矩阵分解(VBMF)来选择每一层的等级,该方法比任意方法更为系统。此外,为了考虑在先前迭代的微调之后每个层的等级的变化,该方法就在压缩目标层之前即在先前迭代的微调之后应用。结果显示出更好的精度,同时在AlexNet的卷积层压缩中具有更高的压缩率。

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