步态识别中保持个性的轮廓提取

Q1 Computer Science
Yasushi Makihara, Takuya Tanoue, D. Muramatsu, Y. Yagi, Syunsuke Mori, Yuzuko Utsumi, M. Iwamura, K. Kise
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引用次数: 16

摘要

由于具有较高的识别精度和计算效率,大多数步态识别方法都依赖于基于轮廓的表示,而这些方法的关键问题是如何从前景颜色可能与背景颜色相似且背景混乱的真实场景中准确提取保留个性的轮廓。因此,我们提出了一种保留个性的轮廓提取方法,用于步态识别,该方法使用由各种训练对象的干净轮廓序列组成的标准步态模型(SGMs)作为形状先验。首先通过动态规划方法将多个SGM与测试对象的背景差序列进行匹配,并选择SGM与测试序列最匹配的训练对象。然后,我们在一个完善的图形切割分割框架中制定我们的轮廓提取问题,同时考虑观察到的测试序列和匹配的SGM之间的平衡。更具体地说,我们定义了一个由以下三个项最小化的能量函数:(1)从观察到的测试序列中得到的数据项,(2)从时空相邻边缘中得到的平滑项,(3)从匹配的SGM中得到的形状先验项。通过56个被试的实验,我们证明了该方法成功地提取了保留个性的轮廓,提高了步态识别的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Individuality-preserving Silhouette Extraction for Gait Recognition
Most gait recognition approaches rely on silhouette-based representations due to high recognition accu- racy and computational efficiency, and a key problem for those approaches is how to accurately extract individuality- preserved silhouettes from real scenes, where foreground colors may be similar to background colors and the back- groundis cluttered. We thereforeproposea method of individuality-preservingsilhouetteextractionfor gait recognition using standard gait models (SGMs) composed of clean silhouette sequences of a variety of training subjects as a shape prior. We firstly match the multiple SGMs to a background subtraction sequence of a test subject by dynamic pro- gramming and select the training subject whose SGM fit the test sequence the best. We then formulate our silhouette extraction problem in a well-established graph-cut segmentation framework while considering a balance between the observed test sequence and the matched SGM. More specifically, we define an energy function to be minimized by the following three terms: (1) a data term derived from the observed test sequence, (2) a smoothness term derived from spatio-temporally adjacent edges, and (3) a shape-prior term derived from the matched SGM. We demonstrate that the proposed method successfully extracts individuality-preserved silhouettes and improved gait recognition accuracy through experiments using 56 subjects.
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来源期刊
IPSJ Transactions on Computer Vision and Applications
IPSJ Transactions on Computer Vision and Applications Computer Science-Computer Vision and Pattern Recognition
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