[1] KALMAN R E．A new approach to linear filtering and prediction theory［J］．ASME Journal of Basic Engineering， 1960， 82:35-46.

[2] HE Y， XIU J J， ZHANG J W， et al.Radar data processing with applications［M］.Beijing:Publishing House of Electronics Industry， 2006:42-46.

[3] PAN Q， YANG F， YE L， et al.Survey of a kind of nonlinear filters-UKF［J］.Control and Decision， 2005， 20(5):481-488.

[4] JULIER S J， UHLMANN J K.A new approach for filtering nonlinear system［C］//Proceeding of American Control Conference， Washington:Seattle， 1995:1628-1632.

[5] DOUCET A， FREITAS N D， GORDON N.Sequential Monte Carlo methods in practice［M］.New York:Springer， 2001.

[6] ABDALLAH F， GNING A， BONNIFAIT P.Box particle filtering for nonlinear state estimation using interval analysis［J］.Automatica， 2008， 44:807-815.

[7] LIU J S， CHEN R.Sequential Monte Carlo methods for dynamic systems［J］.Journal of the American Statistical Association， 1998， 93(1):1032-1044.

[8] HARGREAVES G I.Interval analysis in Matlab［D］.Manchester:The University of Manchester， 2002:416-420.

[9] GNING A， RISTIC B， MIHAYLOVA L， et al.An introduction to box particle filtering［J］.Signal Processing Magazine， IEEE， 2013:30(4):166-171.

[10] GNING A， RISTIC B， MIHAYLOVA L.Bernoulli particle/box-particle filters for detection and tracking in the presence of triple measurement uncertainty［J］.IEEE Transactions on Signal Process， 2012， 60(5):2138-2151.

[11] SCHIKORA M， GNING A， MIHAVLOVA L， et al.Box-particle PHD filter for multi-target tracking［C］//Proceedings of the 15th International Conference on Information Fusion， Wachtberg， Germany， 2012:106-113.

[12] GNING A， MIHAYLOVA L， ANGELOVA D.Box particle filtering for extended object tracking［C］//Proceedings of the 15th International Conference on Information Fusion， Singapore， 2012:82-89.

[13] ZHAO X G， SONG L P， JI H B.Interacting multiple model box particle filter with quantitative measurements［J］.Journal of Xidian University， 2014， 41(6):44-51.

[14] LIU F X， GONG X Y.Nonlinear/non-Gaussian Bayesian sequential filtering［J］.Journal of Hangzhou Dianzi University， 2011， 31(4):8-12.

[15] JAULIN L， KIEFFER M， DIDRIT O， et al.Applied interval analysis， with examples in parameter and state estimation， robust control and robotics［M］.London:Springer， 2001.

[16] MILANESE M， VICINO A.Optimal estimation theory for dynamic systems with set membership uncertainty:an overview［J］.Automatica， 1991， 27(6):997-1009.

[17] GNING A， MIHAYLOVA L， ABDALLAH E.Mixture of uniform probability density functions for nonlinear state estimation using interval analysis［C］//The 13th Conference on Information Fusion， IEEE， 2010:1-8.