语义分割的条件元数据嵌入数据预处理方法

Juntuo Wang, Qiaochu Zhao, Dongheng Lin, Erick Purwanto, K. Man
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引用次数: 0

摘要

语义分割是计算机视觉研究的重点领域之一,在自动驾驶、医学图像诊断等领域有着非常重要的应用。近年来,该技术发展迅速,目前的模型已经能够在一些广泛使用的数据集上实现高精度和高效率的速度。然而,语义分割任务仍然存在在特征信息不足的情况下无法生成准确边界的问题。特别是在医学图像分割领域,大多数医学图像数据集通常存在类不平衡问题,不同的数据集和细胞类型之间总是存在形状和颜色等因素的差异。因此,很难建立跨不同类的通用算法和跨不同数据集的鲁棒算法。本文提出了一种条件数据预处理策略,即条件元数据嵌入(conditional Metadata Embedding, CME)数据预处理策略。CME数据预处理方法将条件信息嵌入到训练数据中,可以帮助模型更好地克服数据集之间的差异,提取图像中有用的特征信息。实验结果表明,CME数据预处理方法可以帮助不同的模型在不同的数据集上获得更高的分割性能,表明该方法具有较高的实用性和鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Conditional Metadata Embedding Data Preprocessing Method for Semantic Segmentation
Semantic segmentation is one of the key research areas in computer vision, which has very important applications in areas such as autonomous driving and medical image diagnosis. In recent years, the technology has advanced rapidly, where current models have been able to achieve high accuracy and efficient speed on some widely used datasets. However, the semantic segmentation task still suffers from the inability to generate accurate boundaries in the case of insufficient feature information. Especially in the field of medical image segmentation, most of the medical image datasets usually have class imbalance issues and there are always variations in factors such as shape and color between different datasets and cell types. Therefore, it is difficult to establish general algorithms across different classes and robust algorithms that differ across different datasets. In this paper, we propose a conditional data preprocessing strategy, i.e., Conditional Metadata Embedding (CME) data preprocessing strategy. The CME data preprocessing method will embed conditional information to the training data, which can assist the model to better overcome the differences in the datasets and extract useful feature information in the images. The experimental results show that the CME data preprocessing method can help different models achieve higher segmentation performance on different datasets, which shows the high practicality and robustness of this method.
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