Chen Ying, Li Zaiming. An advanced method to estimate parameters of piecewise stationary stochastic process[J]. Journal of Electronics & Information Technology, 2003, 25(6): 735-740.
Citation:
Chen Ying, Li Zaiming. An advanced method to estimate parameters of piecewise stationary stochastic process[J]. Journal of Electronics & Information Technology, 2003, 25(6): 735-740.
Chen Ying, Li Zaiming. An advanced method to estimate parameters of piecewise stationary stochastic process[J]. Journal of Electronics & Information Technology, 2003, 25(6): 735-740.
Citation:
Chen Ying, Li Zaiming. An advanced method to estimate parameters of piecewise stationary stochastic process[J]. Journal of Electronics & Information Technology, 2003, 25(6): 735-740.
A new way to analysis nonstationary stochastic process is to divide it into piece-wise stationary stochastic process. Djuric(1992) used Bayes method to estimate the parameters, which can optimally divide the nonstationary stochastic process into stationary stochastic pro-cess. Some authors estimated the optimum parameters through calculating recursively the multivariate conditional likelihood function, which made the computation very complex. Bas-ing on some natural characteristics of AR. mode, a new recursive method is provided, which can improve the computation efficiently, to estimate the optimum parameters.
P.M. Djuric, et al., Segmentation of nonstationary signal, Proc. of IEEE ICASSP, San Franciso, 1992,5, 161-164.[2]王文华等,分段平稳随机过程的参数估计方法,电子科学学刊,1997,19(3),311-317.[3]王宏禹,非平稳随机信号分析与处理,北京,国防工业出版社,1999,230-244.[4]P.M. Djutic, et al., Order selection of autoregressive models, IEEE Trans. on Signal Processing,1992.40(11) 2829-2833.[5]田铮,动态数据处理的理论与方法-时间序列分析,西安,西北工业大学出版社,1995,89-92.