Multi-dimensional Pattern Discovery of Trajectories...

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Multi-dimensional Pattern Discovery of Trajectories Using Contextual Information Mohammad Sharif Ali Asghar Alesheikh Faculty of Geomatics Engineering K. N. Toosi University of Technology, Tehran, Iran

Transcript of Multi-dimensional Pattern Discovery of Trajectories...

Multi-dimensional Pattern Discovery of Trajectories Using Contextual Information

Mohammad SharifAli Asghar Alesheikh

Faculty of Geomatics EngineeringK. N. Toosi University of Technology, Tehran, Iran

Introduction

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} Movement: moving objects / processes

} Movement point object: tracking / positioning systems

} Trajectory (x, y, t)

} Movement is taking place in different “contexts”

} Contextualized trajectories (x, y, t, c)

} Movement analysis: GKD | similarity measure | pattern discovery

( time, traffic, weather condition, etc.)

Methodology

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} Similarity measure function: Dynamic Time Warping (DTW)- Speech recognition- Suitable for trajectories with missing information - Addresses parametric data very well- Handles trajectory of different sizes- ....

Methodology (Cont.)

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} Contextualizing similarity measure and pattern discovery for trajectories

Dataset

5www.aviationweather.govwww.flightaware.com

Implementation

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} Mining Similar PatternsLatitude, Longitude, Time

Altitude, Airplane’s ground speed,Time

- Reference Trajectory (in red)- All trajectories (in light green)- Discovered trajectories (in dark green)

Implementation (Cont.)

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} Mining Patterns

Boeing

Airbus

McDonnell Douglas

Embraer

Implementation (Cont.)

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} Multi-dimensional pattern discovery of trajectories

Conclusion

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} new insights into the similarity analysis and pattern discovery of trajectories based on spatial and contextual information

} the DTW distance function is shown sensitive to small alterations in context variations

} movements of point objects are highly affected by both internal and external contexts

} added values of context information is significant in discovering patterns among trajectories

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Thank you

Example

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Relative similarity values of four trajectories: (a) Latitude and longitude (2D); (b) Latitude, longitude, and altitude (3D); (c) Latitude, longitude, altitude, airplane speed, and airplane heading; (d) Wind speed and wind direction; (e) All the previous dimensions together

(a) (b) (c) (d) (e)