Previous works utilized "smaller-norm-less-important" criterion to prune filters with smaller norm values in a convolutional neural network. In this paper, we analyze this norm-based criterion and point out that its effectiveness depends on two requirements that not always met: (1) the norm deviation of the filters should be large; (2) the minimum norm of the filters should be small. To solve this problem, we propose a novel filter pruning method, namely Filter Pruning via Geometric Median (FPGM), to compress the model regardless of those two requirements. Unlike previous methods, PFGM compresses CNN models by determining and pruning those filters with redundant information via Geometric Median (GM), rather than those with "relatively less" importance. When applied to two image classification benchmarks, our method validates its usefulness and strengths. Notably, on Cifar-10, PFGM reduces more than 52% FLOPs on ResNet-110 with even 2.69% relative accuracy improvement. Besides, on ILSCRC-2012, PFGM reduces more than 42% FLOPs on ResNet-101 without top-5 accuracy drop, which has advanced the state-of-the-art.

通过数学中介数理论给出了一种新的滤波器压缩方法FPGM，该方法完全不受“小范数”原则的限制，不仅能够压缩CNN模型，而且还能提高相对精度。

基于几何中位数的卷积神经网络滤波剪枝加速