Computer Science ›› 2017, Vol. 44 ›› Issue (8): 193-197.doi: 10.11896/j.issn.1002-137X.2017.08.034

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Sparse Trajectory Destination Prediction Algorithm Based on Markov Model

XU Guang-gen, YANG Lu and YAN Jian-feng   

  • Online:2018-11-13 Published:2018-11-13

Abstract: With the popularity of mobile devices and the maturity of location technologies,a variety of location-based applications emerge.In order to make such applications provide users with accurate location-based services,timely,accurately,reliably forecast uncertainty track of moving objects is particularly important.Currently,most traditional methodspredict the destination of a given trajectory by calculating the similarity between two trajectories,and this algorithm does not fully consider the drawbacks of backward and forward linkages between trajectory time series,resulting in a larger prediction error.Theory demonstrates that the Markov model to deal with time series data have very good effect.Therefore,we proposed a sparse trajectory destination prediction algorithm based on Markov model.Meanwhile we investigated a new partitioning strategies for the sample motion space——grid partitioning based on K-d tree.The experimental results show that compared with traditional methods,using Markov model to predict the destination of the tra-jectory will significantly improve the accuracy of the algorithm,and the predicted time will be shortened.

Key words: Trajectory mining,Destination prediction,Markov model

[1] GONZALEZ M C,HIDALGO C A,BARABASI A L.Understanding individual human mobility patterns[J].Nature,2008,453(7196):779-782.
[2] SONG C,QU Z,BLUMM N,et al.Limits of predictability in human mobility[J].Science,2010,327(5968):1018-1021.
[3] ZHENG Y,ZHOU X F,et al.Computing with spatial trajectories[M].Springer Science & Business Media,2011.
[4] MAMOULIS N,CAO H,KOLLIOS G,et al.Mining,indexing,and querying historical spatiotemporal data[C]∥Proceedings of the Tenth ACM SIGKDD International Conference on Know-ledge Discovery and Data Mining.ACM,2004:236-245.
[5] MORZY M.Mining frequent trajectories of moving objects for location prediction[M]∥Machine Learning and Data Mining in Pattern Recognition.Springer Berlin Heidelberg,2007:667-680.
[6] JEUNG H,LIU Q,SHEN H T,et al.A hybrid prediction model for moving objects[C]∥IEEE 24th International Conference on Data Engineering,2008(ICDE 2008).IEEE,2008:70-79.
[7] YING J J C,LEE W C,WENG T C,et al.Semantic trajectory mining for location prediction[C]∥Proceedings of the 19th ACM SIGSPATIAL International Conference on Advances in Geographic Information Systems.ACM,2011:34-43.
[8] ZHENG Y,ZHANG L,XIE X,et al.Mining interesting loca-tions and travel sequences from GPS trajectories[C]∥Procee-dings of the 18th International Conference on World Wide Web.ACM,2009:791-800.
[9] XUE A Y,ZHANG R,ZHENG Y,et al.Destination prediction by sub-trajectory synthesis and privacy protection against such prediction[C]∥2013 IEEE 29th International Conference on Data Engineering (ICDE).IEEE,2013:254-265.
[10] XUE A Y,QI J,XIE X,et al.Solving the data sparsity problem in destination prediction[J].The VLDB Journal,2015,24(2):219-243.
[11] GHAHRAMANI Z.An introduction to hidden Markov models and Bayesian networks[J].International Journal of Pattern Re-cognition and Artificial Intelligence,2001,15(1):9-42.
[12] Handbook of Markov Chain Monte Carlo[M].CRC Press,2011.
[13] 汪荣鑫.随机过程[M].西安:西安交通大学出版社,2006.
[14] KARLIN S.A first course in stochastic processes[M].Academic Press,2014.
[15] BAKULA M K,NIKODEM K.On the converse Jensen inequality for strongly convex functions[J].Journal of Mathematical Analysis and Applications,2016,434(1):516-522.
[16] STONE J V.Bayes’ rule:a tutorial introduction to Bayesiananalysis[M].Sebtel Press,2013.
[17] BERNARDO J M,SMITH A F M.Bayesian theory[J].Journal of the Royal Statistical Society,2000,5(19):13-23.
[18] LIU J W,LIU Y,LUO X L.Research and development on deep learning[J].Application Research of Computers,2014,31(7):1921-1930.(in Chinese) 刘建伟,刘媛,罗雄麟.深度学习研究进展[J].计算机应用研究,2014,31(7):1921-1930.
[19] GREFF K,SRIVASTAVA R K,KOUTNK J,et al.LSTM:A search space odyssey[J].IEEE Transactions on Neural Networks & Learning Systems,2015,pp(99):1-11.
[20] WLLMER M,KAISER M,EYBEN F,et al.LSTM-Modeling of continuous emotions in an audiovisual affect recognition framework[J].Image and Vision Computing,2013,31(2):153-163.
[21] MONNER D,REGGIA J A.A generalized LSTM-like training algorithm for second-order recurrent neural networks[J].Neural Networks,2012,25(1):70-83.

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