[1] |
Davey S J,Rutten M G,Gordon A N J. Track-before-detect techniques:Integrated Tracking,Classification,and Sensor Management:Theory and Applications [M]. USA,John Wiley & Sons,2013:311-318.
|
[2] |
Berry P,Venkataraman K,Rosenberg L. Adaptive detection of low-observable targets in correlated sea clutter using Bayesian track-before-detect [C]// Proc. IEEE Radar Conference,Seattle,WA,USA,2017:0398-0403.
|
[3] |
Northardt T,Nardone S C. Track-Before-Detect Bearings-Only Localization Performance in Complex Passive Sonar Scenarios: A Case Study [J]. IEEE Journal of Oceanic Engineering (preprint).
|
[4] |
Davey S J,Rutten M G,Cheung B. A comparison of detection performance for several Track-Before-Detect algorithms [J]. Eurasip Journal on Advances in Signal Processing,2007,2008(1):1-10.
|
[5] |
Jiang H,Yi W,Kirubarajan T,et al. Multi-Frame Radar Detection of Fluctuating Targets Using Phase Information [J]. IEEE Trans Aerosp. Electr. Syst,2017,53(2):736-749.
|
[6] |
Sahin G,Demirekler M. A Multi-Dimensional Hough Transform Algorithm based on Unscented Transform as a Track-Before-Detect method[C]//Proc. Int. Conf. Inf. Fusion. Salamanca,Spain,2014:1-8.
|
[7] |
Ciuonzo D,Willett P K,Barshalom Y. Tracking the Tracker from its Passive Sonar ML-PDA Estimates [J]. IEEE Trans. Aerosp. Electron. Syst.,2014,50(1):573-590.
|
[8] |
BOERS,DRIESSEN,J. N. Multitarget particle filter track before detect application[J]. IEE Proc. Radar Sonar & Navig.,2004, 151(6):351-357.
|
[9] |
Malcolm R,David S. Particle filter for track-before-detect of a target with unknown amplitude viewed against a structured scene [J]. IET Radar,Sonar & Navig.,2018,12(6):603-609.
|
[10] |
柳超,李秀友,黄勇. 优化的多模型粒子滤波机动微弱目标检测前跟踪方法[J].信号处理,2015,31(9):1131-1137.
|
[11] |
LIU Chao,LI Xiu-You,HUANG Yong. Optimized Multiple Model Particle Filter Track-Before-Detect Algorithm for Maneuvering Weak Target [J]. Journ. signal process.,2015,31(9):1131-1137. (in Chinese)
|
[12] |
王娜,谭顺成,王国宏.目标数未知时基于粒子滤波的多目标TBD方法[J].信号处理,2017,33(9): 1248-1257.
|
[13] |
Wang Na, Tan Shuncheng, Wang Guohong. Multitarget Particle Filter Track-Before-Detect Algorithm with Unknown Target Number [J]. Journal of signal processing,2017,33(9):1248-1257. (in Chinese)
|
[14] |
Daum F.,and Huang,J. Particle Degeneracy:Root Cause and Solution [C]// Proc. SPIE Conf. Signal Process.,Sensor Fusion and Target Recog.,Orlando,FL,2011,80500W.
|
[15] |
Li Y,Coates M. Particle Filtering with Invertible Particle Flow [J]. IEEE Trans. Signal Process.,2017,65(15):4102-4116.
|
[16] |
A. Doucet, N. d. Freitas, K. P. Murphy, et al. Rao-Blackwellised particle filtering for dynamic Bayesian networks[C]// Proc. Conf. Uncertainty Artif. Intell.,San Francisco,CA,USA,2000,pp. 176–183.
|
[17] |
R. van der Merwe,A. Doucet,N. De Freitas, et al. The unscented particle filter [C]// Proc. Neural Inf. Process. Syst., Denver, CO,USA,Dec. 2000,pp. 584–590.
|
[18] |
M. Pitt,N. Shephard. Filtering via Simulation:Auxiliary Particle Filters [J]. Journ. Amer. Statist. Assoc.,1999,94(446):590–599.
|
[19] |
F. Septier and G. W. Peters. Langevin and Hamiltonian based Sequential MCMC for Efficient Bayesian Filtering in High-dimensional Spaces [J]. IEEE Journ. Selec. Topics Signal Process.,2016,10(2):312–327.
|
[20] |
U. D. Hanebeck,K. Briechle, and A. Rauh. Progressive Bayes: A New Framework for Nonlinear State Estimation [C]// Proc. SPIE,2003 (5099):pp. 256–267.
|
[21] |
F. Daum and J. Huang. Nonlinear filters with log-homotopy [C]// Proc. SPIE,vol. 6699,Sep. 2007,Art. no. 669918.
|
[22] |
F. Daum,J. Huang,and A. Noushin. Exact particle flow for nonlinear filters [J]// Proc. SPIE,vol. 7697,Apr. 2010, p. 769704.
|
[23] |
T. Ding and M. Coates. Implementation of the Daum-Huang Exact Flow Particle Filter [C]//Proc. IEEE Statist. Signal Process. Workshop,Ann Arbor,MI,USA,Aug. 2012:257–260.
|
[24] |
S. Reich. A Dynamical Systems Framework for Intermittent Data Assimilation [J]. Bit Numerical Mathematics,2011,51(1):235-249.
|
[25] |
S. Reich. A Gaussian-mixture Ensemble Transform Filter [J]. Quarter. Journ. Royal Meteoro. Society,2012,138(662):222-233.
|
[26] |
Kreucher C,Bell K. A Geodesic Flow Particle Filter for Non-thresholded Measurements [C]// Proc. IEEE Radar Conf., Seattle, WA,USA,2017:0891-0896.
|
[27] |
Bunch P,Godsill S. Approximations of the Optimal Importance Density Using Gaussian Particle Flow Importance Sampling [J]. Journ. Ame. Statist. Assoc.,2014,111(514):748-762.
|
[28] |
F. Daum and J.Huang. Particle Flow for Nonlinear Filters,Bayesian Decisions and Transport[C]//Proc. IEEE Int. Conf. Inf. Fusion,Istanbul,Turkey,2013:1072–1079.
|
[29] |
Punithakumar K,Kirubarajan T. A Sequential Monte Carlo Probability Hypothesis Density Algorithm for Multitarget Track-before-detect [J]. Proc. SPIE- Int. Society Optical Engineer.,2005:59131S-59131S-8.
|