MorphPool: cnn中高效的非线性池化和解池化

R. Groenendijk, L. Dorst, T. Gevers
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引用次数: 1

摘要

池化本质上是一种来自数学形态学领域的操作,最大池化是一种有限的特殊情况。MorphPooling更通用的设置极大地扩展了构建神经网络的工具集。除了池化操作,用于像素级预测的编码器-解码器网络也需要解池化。通常将解池与卷积或反卷积结合起来进行上采样。然而,利用其形态特性,解池可以推广和改进。在两个任务和三个大规模数据集上进行的大量实验表明,形态池化和解池化可以在大大减少参数计数的情况下提高预测性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MorphPool: Efficient Non-linear Pooling & Unpooling in CNNs
Pooling is essentially an operation from the field of Mathematical Morphology, with max pooling as a limited special case. The more general setting of MorphPooling greatly extends the tool set for building neural networks. In addition to pooling operations, encoder-decoder networks used for pixel-level predictions also require unpooling. It is common to combine unpooling with convolution or deconvolution for up-sampling. However, using its morphological properties, unpooling can be generalised and improved. Extensive experimentation on two tasks and three large-scale datasets shows that morphological pooling and unpooling lead to improved predictive performance at much reduced parameter counts.
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