基于多尺度图注意的变换器,用于模糊人物再识别

Q1 Mathematics Applied Sciences Pub Date : 2024-09-13 DOI:10.3390/app14188279
Ming Ma, Jianming Wang, Bohan Zhao
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引用次数: 0

摘要

人员再识别(ReID)任务的目标是在不同时间、地点或摄像机视角下匹配特定的个人。现实世界中普遍存在的遮挡问题会影响图像信息,使受影响的特征变得不可靠。如何在各种复杂条件下(包括杂乱的背景、不同的姿势和遮挡物的存在)有效地辨别和提取人体图像中的视觉特征,是目前的难点和核心挑战。一些研究利用姿势估计或人体关键点检测来构建图结构信息,以抵消遮挡物的影响。然而,由于关键点不可见等问题,这种方法会带来新的噪音。相比之下,我们提出的模块不需要使用额外的特征提取器。我们的模块采用多尺度图关注来重新加权特征的重要性。这使得特征集中在与重新识别任务真正相关的区域,从而增强了模型对遮挡的鲁棒性。为了解决这些问题,本研究提出了一种利用多尺度图注意力对特征重要性进行重新加权的模型,从而显著增强了模型对遮挡的鲁棒性。我们的实验结果表明,与基线模型相比,本文提出的方法显著提高了闭塞数据集上的 mAP,mAP 分数分别提高了 0.5%、31.5% 和 12.3%。
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A Multi-Scale Graph Attention-Based Transformer for Occluded Person Re-Identification
The objective of person re-identification (ReID) tasks is to match a specific individual across different times, locations, or camera viewpoints. The prevalent issue of occlusion in real-world scenarios affects image information, rendering the affected features unreliable. The difficulty and core challenge lie in how to effectively discern and extract visual features from human images under various complex conditions, including cluttered backgrounds, diverse postures, and the presence of occlusions. Some works have employed pose estimation or human key point detection to construct graph-structured information to counteract the effects of occlusions. However, this approach introduces new noise due to issues such as the invisibility of key points. Our proposed module, in contrast, does not require the use of additional feature extractors. Our module employs multi-scale graph attention for the reweighting of feature importance. This allows features to concentrate on areas genuinely pertinent to the re-identification task, thereby enhancing the model’s robustness against occlusions. To address these problems, a model that employs multi-scale graph attention to reweight the importance of features is proposed in this study, significantly enhancing the model’s robustness against occlusions. Our experimental results demonstrate that, compared to baseline models, the method proposed herein achieves a notable improvement in mAP on occluded datasets, with increases of 0.5%, 31.5%, and 12.3% in mAP scores.
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来源期刊
Applied Sciences
Applied Sciences Mathematics-Applied Mathematics
CiteScore
6.40
自引率
0.00%
发文量
0
审稿时长
11 weeks
期刊介绍: APPS is an international journal. APPS covers a wide spectrum of pure and applied mathematics in science and technology, promoting especially papers presented at Carpato-Balkan meetings. The Editorial Board of APPS takes a very active role in selecting and refereeing papers, ensuring the best quality of contemporary mathematics and its applications. APPS is abstracted in Zentralblatt für Mathematik. The APPS journal uses Double blind peer review.
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