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.
翻译:聚居基本上是数学生理学领域的一项活动,最大集合是一个有限的特殊情况。更一般的摩尔普罗设置大大扩展了建立神经网络的工具。除了集合作业外,用于像素级预测的编码器解码网络也需要拆散。将未合并与变异或变异结合起来用于升级取样是常见的。然而,利用其形态特性,非集合可以被概括化和改进。对两个任务和三个大型数据集的广泛实验表明,形态集合和无集合导致在大大缩减的参数计数下改进预测性能。