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SST: Synchronized Spatial-Temporal Trajectory Similarity Search

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Abstract

The volume of trajectory data has become tremendously large in recent years. How to effectively and efficiently search similar trajectories has become an important task. Firstly, to measure the similarity between a trajectory and a query, literature works compute spatial similarity and temporal similarity independently, and next sum the two weighted similarities. Thus, two trajectories with high spatial similarity and low temporal similarity will have the same overall similarity with another two trajectories with low spatial similarity and high temporal similarity. To overcome this issue, we propose to measure the similarity by synchronously matching the spatial distance against temporal distance. Secondly, given this new similarity measurement, to overcome the challenge of searching top-k similar trajectories over a huge trajectory database with non-trivial number of query points, we propose to efficiently answer the top-k similarity search by following two techniques: trajectory database grid indexing and query partitioning. The performance of our proposed algorithms is studied in extensive experiments based on two real data sets.

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References

  1. Zhao K, Musolesi M, Hui P, Rao W, Tarkoma S (2015) Explaining the power-law distribution of human mobility through transportationmodality decomposition. Sci Pep 5(1):1–7

    Google Scholar 

  2. de Berg M, Cheong O, van Kreveld MJ, Overmars MH (2008) Computational geometry: algorithms and applications, 3rd edn. Springer

  3. Das G, Gunopulos D, Mannila H (1997) Finding similar time series. In: PKDD 97, pp 88–100

  4. Ranu S, Deepak P, Telang AD, Deshpande P, Raghavan S (2015) Indexing and matching trajectories under inconsistent sampling rates. In: ICDE 2015, pp 999–1010

  5. Ta N, Li G, Xie Y, Li C, Hao S, Feng J (2017) Signature-based similarity trajectory join. IEEE Trans Knowl Data Eng 29(4):870–883

    Article  Google Scholar 

  6. Yi B-K, Jagadish HV, Faloutsos C (1998) Efficient retrieval of similar time sequences under time warping. In: ICDE 1998, pp 201–208

  7. Chang J-W, Bista R, Kim Y-C, Kim Y-K (2007) Spatio-temporal similarity measure algorithm for moving objects on spatial networks. In: ICCSA 2007, pp 1165–1178

  8. Shang S, Chen L, Wei Z, Jensen CS, Zheng K, Kalnis P (2017) Trajectory similarity join in spatial networks. PVLDB 10(11):1178–1189

    Google Scholar 

  9. Shang S, Chen L, Wei Z, Jensen CS, Zheng K, Kalnis P (2018) Parallel trajectory similarity joins in spatial networks. VLDB J, 27(3):395–420

    Article  Google Scholar 

  10. Shang S, Ding R, Zheng K, Jensen CS, Kalnis P, Zhou X (2014) Personalized trajectory matching in spatial networks. VLDB J 23(3):449–468

    Article  Google Scholar 

  11. Ding H, Trajcevski G, Scheuermann P (2008) Efficient similarity join of large sets of moving object trajectories. In: TIME 2008, pp 79–87

  12. Vlachos M, Gunopulos D, Kollios G (2002) Discovering similar multidimensional trajectories. In: ICDE 2002, pp 673–684

  13. Chen Z, Shen HT, Zhou X, Yu Z, Xie X (2010) Searching trajectories by locations: an efficiency study. In: SIGMOD 2010, pp 255–266

  14. Ding X, Yuan Y, Su L, Wang W, Ai Z, Liu A (2018) Modeling and optimization of image mapper for snapshot image mapping spectrometer. IEEE Access 6:29344–29352

    Article  Google Scholar 

  15. Qi S, Bouros P, Sacharidis D, Mamoulis N (2015) Efficient point-based trajectory search. In: ISSTD, 2015. Springer, pp 179–196

  16. Shang S, Ding R, Bo Y, Xie K, Zheng K, Kalnis P (2012) User oriented trajectory search for trip recommendation. In: EDBT 12, pp 156–167

  17. Xie D, Li F, Phillips JM (2017) Distributed trajectory similarity search. PVLDB 10(11):1478–1489

    Google Scholar 

  18. Zhao P, Zhao Q, Zhang C, Su G, Qi Z, Rao W (2019) CLEAN: frequent pattern-based trajectory spatial-temporal compression on road networks. In: 20th IEEE international conference on mobile data management, MDM 2019, Hong Kong, SAR, China, June 10-13, 2019, pp 605–610

  19. Zhao P, Zhao Q, Zhang C, Su G, Qi Z, Rao Wg (2020) CLEAN: frequent pattern-based trajectory compression and computation on road networks. China Communications

  20. Yuan P, Zhao Q, Rao W, Yuan M, Zeng J (2017) Searching k-nearest neighbor trajectories on road networks. In: ADC 2017, pp 85–97

  21. Newson P, Krumm J (2009) Hidden Markov map matching through noise and sparseness. In: ACM-GIS 2009, pp 336–343

  22. Zheng K, Shang S, Yuan NJ, Yi Y (2013) Towards efficient search for activity trajectories. In: ICDE 2013, pp 230–241

  23. Isaacson E (1988) Numerical recipes: the art of scientific computing (william h. press, brian p. flannery, saul a. teukolsky, and william t. vetterling). SIAM Rev 30 (2):331–332

    Article  Google Scholar 

  24. Hjaltason GR, Samet H (1999) Distance browsing in spatial databases. ACM Transon Datab Syst (TODS) 24(2):265–318

    Article  Google Scholar 

  25. Sadri A, Salim FD, Ren Y (2017) Full trajectory prediction: what will you do the rest of the day?. In: UbiComp 17. ACM, pp 189–192

  26. Vreeken J, van Leeuwen M, Siebes A (2011) Krimp: mining itemsets that compress. Data Min Knowl Discov 23(1):169–214

    Article  Google Scholar 

  27. Visvalingam M, Whyatt JD (1990) The douglas-peucker algorithm for line simplification: re-evaluation through visualization. Comput Graph Forum 9(3):213–225

    Article  Google Scholar 

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Acknowledgements

This work is partially supported by National Natural Science Foundation of China (Grant No. 61772371, No. 61972286).

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Correspondence to Weixiong Rao.

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Zhao, P., Rao, W., Zhang, C. et al. SST: Synchronized Spatial-Temporal Trajectory Similarity Search. Geoinformatica 24, 777–800 (2020). https://doi.org/10.1007/s10707-020-00405-y

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  • DOI: https://doi.org/10.1007/s10707-020-00405-y

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