[1] Geller D.Linear covariance techniques for orbital rendezvous analysis and autonomous onboard mission planning[J].AIAA Journal of Guidance,Control and Dynamics,2006,29(6):1404-1414.
[2] Steinbring J,Hanebeck U.Progressive Gaussian filtering using explicit likelihoods[A].IEEE International Conference on Information Fusion[C].Salamanca:IEEE,2014.1-8.
[3] Perea L,How J,Breger L,et al.Nonlinearity in sensor fusion:Divergence issues in EKF,modified truncated SOF,and UKF[A].AIAA Conference of Guidance,Navigation,and Control[C].South Carolina:IEEE,2007.3489-3499.
[4] Simon J,Jeffery U,Hugh D.A new method for the nonlinear transformation of means and covariances in filters and estimators[J].IEEE Trans on Auto control,2000,45(3):477-481.
[5] Arasaratnam I,Haykin S.Cubature Kalman filters[J].IEEE Trans on Auto Control,2009,56(6):1254-1269.
[6] Li X R,Jilkov V P.A survey of maneuvering target tracking,part VIc:approximate nonlinear density filtering in discrete time[J].Proceedings of SPIE-The International Society for Optical Engineering,2012,8393(1):2398-2415.
[7] Synder C,Bengtsson T,Bickel P,et al.Obstacles to high-dimensional particle filtering[J].Monthly Weather Review,2008,136(1):4629-4640.
[8] Daum F,Huang J.Nonlinear filters with particle flow induced by log-homotopy[A].Proceedings of SPIE,Signal and Data Processing[C].San Francisco,2009.9816-9825.
[9] Daum F.Coulomb's law particle flow for nonlinear filter[A].Proceedings of SPIE on Signal Processing and Sensor Fusion[C].San Diego,2011.3351-3362.
[10] 张宏欣,周穗华,冯士民.基于弱形式解的粒子流滤波器[J].控制与决策,2015,30(5):853-858. ZHANG Hong-xin,ZHOU sui-hua,FENG Shi-min.A weak solution based particle flow filter[J].Control & Decision,2015,30(5):853-858.(in Chinese)
[11] Daum F,Huang J.Exact particle flow for nonlinear filters:Seventeen dubious solutions to a first order linear underdetermined PDE[J].Circuits Systems & Computers,2010,45(2):64-71.
[12] Ding T,Coates M J.Implementation of the Daum-Huang exact-flow particle filter[A].Statistical Signal Processing Workshop (SSP)[C].San Diego:IEEE,2012.257-260.
[13] Daum F,Huang J.Particle flow with non-zero diffusion for nonlinear filters[A].Proceedings of SPIE on Signal Processing,Sensor Fusion,and Target Recognition[C].SPIE,2013.4335-4341.
[14] Bar-Shalom Y,XiaoRong Li.Estimation with Applications to Tracking and Navigation[M].New York:John Wiley&Sons,2005.50-54.
[15] Simon D.Optimal State Estimation[M].New York:John Wiley&Sons,2006.22-27.
[16] Bunch P,Godsill S.Approximations of the optimal importance density using Gaussian particle flow importance sampling[OL].http://arxiv.org/abs/1406.3183v3,2014-11-27. |