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Surface Defect Segmentation with Multi-column Patch-Wise U-net

机译:多列贴片U-net的表面缺陷分割

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Surface defect segmentation of the production plays an important role on the performance in industry. However, training the model by deep learning methods on industrial dataset with high resolution and few images is computationally impossible. Therefore, in this situation, we train a patch-wise fully convolutional neural network to perform similar to related image-wise methods. On this object segmentation task, we propose a method in inferring object segmentation by leveraging only ellipses annotation roughly indicating the defective area. This problem is viewed as a kind of weakly-supervised segmentation task, it can be solved by the approach that combines deep convolutional neural networks with the Multiple Instance Learning (MIL) framework. In view of this, we add the global pooling layer that called MIL-layer behind the last convolutional layer to compute the average class probability of all pixels in every patch. Finally, we combine three of this fully convolutional neural network with MIL-layer to become MIL-layer, which can utilize filters with receptive fields of different sizes. To address defecton-defect class imbalance problem, we weight the loss contribution of false negative and false positive examples by our Weighted SoftMax loss function. The proposed network is evaluated on the detection of industrial inspection in the dataset of DAGM2007. Compared with some typical fully-supervised segmentation methods, our method achieves competitive accuracy (99.2%) but only requires easily ellipse annotations.
机译:产品的表面缺陷分割对工业性能起着重要作用。但是,通过深度学习方法在具有高分辨率和少量图像的工业数据集上训练模型是不可能进行计算的。因此,在这种情况下,我们训练了逐块全卷积神经网络,以执行类似于相关的逐个图像方法。在此对象分割任务上,我们提出了一种仅利用粗略表示缺陷区域的椭圆注释来推断对象分割的方法。该问题被视为一种弱监督的分割任务,可以通过将深度卷积神经网络与多实例学习(MIL)框架相结合的方法来解决。有鉴于此,我们在最后一个卷积层之后添加了称为“ MIL”层的全局池化层,以计算每个面片中所有像素的平均分类概率。最后,我们将此完全卷积神经网络中的三个与MIL层结合起来,成为MIL层,可以利用具有不同大小的接收场的滤波器。为了解决缺陷/非缺陷类不平衡问题,我们通过加权SoftMax损失函数对假阴性和假阳性示例的损失贡献进行加权。在DAGM2007数据集中对拟议的网络进行工业检测检测时进行了评估。与一些典型的全监督分割方法相比,我们的方法达到了竞争的准确性(99.2%),但只需要轻松的椭圆注释即可。

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