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Multi-person Human Pose Estimation Based on Deformable Convolution |
ZHAO Yunxiao1,2,3, QIAN Yuhua1,3, WANG Keqi1,3 |
1.Institute of Big Data Science and Industry, Shanxi University, Taiyuan 030006; 2.Department of Computer Science and Technology, Lüliang University, Lüliang 033000;; 3.School of Computer and Information Technology, Shanxi University, Taiyuan 030006 |
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Abstract Deep neural networks for human pose estimation all sample at the fixed position of the feature map, and therefore it is difficult to model the geometric transformation of human pose. The generalization ability of the network is poor with the variation of the size, pose and shooting angle of the human instance. To solve this problem, multi-person human pose estimation based on deformable convolution is proposed.Based on the strong ability of deformable convolution in modeling geometric transformation of targets, a feature extraction module is designed to ensure the detection accuracy under the geometric changes of human key points. To further improve the performance of the network, the prediction value of the model and the truth value generated by the two-dimensional Gaussian model are employed to calculate the loss, and the model is trained iteratively. The human key points are detected effectively by the proposed model under the complex conditions, such as shooting angle, attachment and character scale changes. The experiment shows that the proposed model effectively improves the accuracy of human key point detection.
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Received: 15 June 2020
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Fund:National Natural Science Foundation of China(No.61672332), Overseas Returnee Research Program of Shanxi Province(No.2017023) |
Corresponding Authors:
QIAN Yuhua, Ph.D., professor. His research interests include pattern recognition, feature selection, rough set theory, granular computing and artificial intelligence.
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About author:: ZHAO Yunxiao, master student. His research interests include pattern recognition and deep learning.WANG Keqi, master. His research inte-rests include machine learning, computer vision and theory of computation. |
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