DocumentCode
5708
Title
Spatiotemporal Group Context for Pedestrian Counting
Author
Jinqiao Wang ; Wei Fu ; Jingjing Liu ; Hanqing Lu
Author_Institution
Nat. Lab. of Pattern Recognition, Inst. of Autom., Beijing, China
Volume
24
Issue
9
fYear
2014
fDate
Sept. 2014
Firstpage
1620
Lastpage
1630
Abstract
Pedestrian counting has been a challenging topic, especially in video surveillance, for a long time due to the view variations, scale changes, and spatial occlusions. While most of the previous approaches try to count people within one frame, our approach addresses this problem with a group context model, which is to segment individuals into groups and model the spatiotemporal relationships between them. With the basic definitions of the group state, group event, and group relative, a group correspondence matrix is built to model the bidirectional correspondences between the groups in two consecutive frames. Then, a group context is modeled with a sequence of context masks, which encodes not only the spatiotemporal changes within a group, but also the historical relevance and spatial dependency between different groups. Finally, we assemble context masks from multiple frames and formulate the problem of pedestrian counting as a joint maximum a posteriori problem. Markov-chain Monte Carlo is utilized to search for an optimal configuration set to match the group context model. Comprehensive experiments on the PETS2009 data set and UCSD pedestrian data set show the promising performance of the proposed approach.
Keywords
Markov processes; Monte Carlo methods; image segmentation; image sequences; pedestrians; traffic engineering computing; video surveillance; Markov-chain Monte Carlo; PETS2009 data set; UCSD pedestrian data set; bidirectional correspondences; group correspondence matrix; joint maximum a posteriori problem; pedestrian counting; spatiotemporal group context model; video surveillance; Bayes methods; Context; Context modeling; Current measurement; Estimation; Merging; Training; Group context; Markov-chain Monte Carlo (MCMC); group correspondence matrix; pedestrian counting;
fLanguage
English
Journal_Title
Circuits and Systems for Video Technology, IEEE Transactions on
Publisher
ieee
ISSN
1051-8215
Type
jour
DOI
10.1109/TCSVT.2014.2308616
Filename
6748878
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