Salient feature extraction using Attention for Brain Tumor segmentation

Mohammad Raihan Goni, Nur Intan Raihana Ruhaiyem
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Abstract

The brain tumor is recognized as one of the most frequent tumors, with a significant mortality rate associated with its development. Segmentation of brain tumors involves distinguishing normal brain tissue from malignant tissue. When evaluating brain tumors, it is possible to determine the existence of tumor tissue quickly. However, accurate and reproducible segmentation and characterization of anomalies are not readily achievable. Consequently, several researchers have proposed various biomedical image segmentation methods to distinguish between tumor and normal brain tissue reliably. However, state-of-the-art segmentation has not been achieved by the existing brain tumor segmentation models, and they often come with high model complexity. Att-Sharp-U-net, a model influenced by the actual U-net model utilized in various medical image segmentation research, is presented as a contribution by this study. Two critical alterations to the underlying U-net model have been incorporated into the model: a grid-based attention block and a sharp block. By doing this, we were able to address the constraints of the U-net model while simultaneously enhancing segmentation performance with increasing negligible computational complexity. Experiments on the Brats2020 dataset, a recent publicly available benchmark dataset in brain tumor segmentation, showed that the proposed model improved segmentation performance with a dice score of 0.9275 and Jaccard score of 0.8684 when compared to the baselines.
基于注意力的显著特征提取用于脑肿瘤分割
脑肿瘤是公认的最常见的肿瘤之一,其发展具有显著的死亡率。脑肿瘤的分割包括区分正常脑组织和恶性脑组织。在评估脑肿瘤时,可以快速确定肿瘤组织的存在。然而,准确和可重复的分割和表征异常是不容易实现的。因此,一些研究人员提出了各种生物医学图像分割方法,以可靠地区分肿瘤和正常脑组织。然而,现有的脑肿瘤分割模型并没有达到最先进的分割水平,而且它们往往具有很高的模型复杂性。作为本研究的贡献,本文提出了一种受实际U-net模型影响的at - sharp -U-net模型,用于各种医学图像分割研究。对底层U-net模型的两个关键改动被纳入该模型:一个基于网格的注意力块和一个尖锐块。通过这样做,我们能够解决U-net模型的约束,同时提高分割性能,增加可忽略不计的计算复杂性。在最近公开的脑肿瘤分割基准数据集Brats2020上的实验表明,与基线相比,该模型的分割性能得到了提高,dice得分为0.9275,Jaccard得分为0.8684。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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