Disparity-augmented trajectories for human activity recognition

被引:0
作者
Pejman Habashi
Boubakeur Boufama
Imran Shafiq Ahmad
机构
[1] University of Windsor,School Of Computer Science
来源
Evolutionary Intelligence | 2023年 / 16卷
关键词
Human activity recognition; Disparity-augmented trajectories; Video rectification; Video content analysis; Feature engineering;
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学科分类号
摘要
Numerous methods for human activity recognition (HAR) have been proposed in the past two decades. Many of these methods are based on sparse representations, which describe the whole video content by a set of local features. Trajectories, as mid-level sparse features, are capable of describing the movements of interest points in two-dimensional (2D) space. However, 2D trajectories might be affected by viewpoint changes, potentially decreasing their accuracies. In this paper, we first propose and compare different 2D trajectory-based algorithms for human activity recognition. Then, we propose a new way of augmenting 2D trajectories with disparity information, without the calculation of the 3D reconstruction. Our obtained HAR results have shown a 2.76% improvement when using disparity-augmented trajectories, compared to using classical 2D trajectory information only. Furthermore, we have also tested our method on the challenging Hollywood 3D dataset, on which we have obtained competitive results, at a much faster speed.
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页码:1841 / 1851
页数:10
相关论文
共 49 条
  • [1] Barnachon M(2014)Ongoing human action recognition with motion capture Pattern Recogn 47 238-247
  • [2] Bouakaz S(2001)Pyramidal implementation of the affine lucas kanade feature tracker description of the algorithm Intel Corp 5 4-27:27
  • [3] Boufama B(2011)LIBSVM: A library for support vector machines ACM Trans Intell Syst Technol 2 27:1-110
  • [4] Guillou E(2017)Hollywood 3D: what are the best 3D features for action recognition? Int J Comput Vis 121 95-593
  • [5] Bouguet JY(1997)In defense of the eight-point algorithm IEEE Trans Pattern Anal Mach Intell 19 580-127
  • [6] Chang CC(1999)Theory and practice of projective rectification Int J Comput Vis 35 115-378
  • [7] Lin CJ(1973)Algorithm 447: efficient algorithms for graph manipulation Commun ACM 16 372-211
  • [8] Hadfield S(1973)Visual perception of biological motion and a model for its analysis Percept Psychophys 14 201-123
  • [9] Lebeda K(2005)On space-time interest points Int J Comput Vis 64 107-1272
  • [10] Bowden R(2016)Recognizing complex activities by a probabilistic interval-based model AAAI 30 1266-115