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      Spatio-Temporal Constrained Human Trajectory Generation from the PIR Motion Detector Sensor Network Data: A Geometric Algebra Approach

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          Abstract

          Passive infrared (PIR) motion detectors, which can support long-term continuous observation, are widely used for human motion analysis. Extracting all possible trajectories from the PIR sensor networks is important. Because the PIR sensor does not log location and individual information, none of the existing methods can generate all possible human motion trajectories that satisfy various spatio-temporal constraints from the sensor activation log data. In this paper, a geometric algebra (GA)-based approach is developed to generate all possible human trajectories from the PIR sensor network data. Firstly, the representation of the geographical network, sensor activation response sequences and the human motion are represented as algebraic elements using GA. The human motion status of each sensor activation are labeled using the GA-based trajectory tracking. Then, a matrix multiplication approach is developed to dynamically generate the human trajectories according to the sensor activation log and the spatio-temporal constraints. The method is tested with the MERL motion database. Experiments show that our method can flexibly extract the major statistical pattern of the human motion. Compared with direct statistical analysis and tracklet graph method, our method can effectively extract all possible trajectories of the human motion, which makes it more accurate. Our method is also likely to provides a new way to filter other passive sensor log data in sensor networks.

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          Activity recognition in smart homes with self verification of assignments

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            Visualizing the History of Living Spaces

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              Applications of Clifford's Geometric Algebra

              We survey the development of Clifford's geometric algebra and some of its engineering applications during the last 15 years. Several recently developed applications and their merits are discussed in some detail. We thus hope to clearly demonstrate the benefit of developing problem solutions in a unified framework for algebra and geometry with the widest possible scope: from quantum computing and electromagnetism to satellite navigation, from neural computing to camera geometry, image processing, robotics and beyond.
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                Author and article information

                Contributors
                Role: Academic Editor
                Journal
                Sensors (Basel)
                Sensors (Basel)
                sensors
                Sensors (Basel, Switzerland)
                MDPI
                1424-8220
                30 December 2015
                January 2016
                : 16
                : 1
                : 43
                Affiliations
                [1 ]Key Laboratory of VGE (Ministry of Education), Nanjing Normal University, No.1 Wenyuan Road, Nanjing 210023, China; yuzhaoyuan@ 123456njnu.edu.cn (Z.Y.); yuanlinwang@ 123456njnu.edu.cn (L.Y.); fenglinyao@ 123456gmail.com (L.F.); gnlu@ 123456njnu.edu.cn (G.L.)
                [2 ]State Key Laboratory Cultivation Base of Geographical Environment Evolution (Jiangsu Province), No.1 Wenyuan Road, Nanjing 210023, China
                [3 ]Jiangsu Center for Collaborative Innovation in Geographical Information Resource Development and Application, No.1 Wenyuan Road, Nanjing 210023, China
                Author notes
                [* ]Correspondence: luow1987@ 123456163.com ; Tel./Fax: +86-25-8589-1049
                Article
                sensors-16-00043
                10.3390/s16010043
                4732076
                26729123
                f31ba8ae-4ad5-417d-b94c-4eb1b17d0430
                © 2015 by the authors; licensee MDPI, Basel, Switzerland.

                This article is an open access article distributed under the terms and conditions of the Creative Commons by Attribution (CC-BY) license ( http://creativecommons.org/licenses/by/4.0/).

                History
                : 30 October 2015
                : 25 December 2015
                Categories
                Article

                Biomedical engineering
                sensor networks,trajectory recovering,geometric algebra,spatio-temporal constraints,trajectory filtering,merl motion sensor

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