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Blind deconvolution of linear systems driven by non-stationary source based on almost-symmetrical time-varying ARMA model

机译：基于几乎对称时变ARMA模型的非平稳源驱动的线性系统的盲反卷积

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《》|1993年|P.715-718|共4页
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Wen Tong; Plotkin; E.I.;
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中图分类无线电电子学、电信技术;
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3. Identification and frequency domain analysis of non-stationary and nonlinear systems using time-varying NARMAX models [J] . He Fei, Wei Hua-Liang, Billings Stephen A. International journal of systems science . 2015,第9a12期

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4. Blind deconvolution of linear systems driven by non-stationary source based on almost-symmetrical time-varying ARMA model [C] . Tong W., Plotkin E.I., Institute of Electric and Electronic Engineer IEEE international symposium on circuits and systems . 1993

机译：基于几乎对称时变arma模型的非静止源驱动的线性系统的盲解作用
5. STOCHASTIC THRESHOLD MODELING FOR LINEAR AND NONLINEAR SYSTEM MONITORING AND DIAGNOSIS (DYNAMIC DATA, NONPARAMETRIC, PARAMETRIC ON-LINE ADAPTIVE MODELING, ARMA). [D] . HSIEH, SU-HUA. 1985

机译：用于线性和非线性系统监测和诊断的随机阈值建模（动态数据，非参数，参数在线自适应建模，ARMA）。
6. On the Approximated Reachability of a Class of Time-Varying Nonlinear Dynamic Systems Based on Their Linearized Behavior about the Equilibria: Applications to Epidemic Models [O] . Manuel De la Sen 2019

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7. PROBABILISTIC BLIND DECONVOLUTION OF NON-STATIONARY SOURCES [O] . Olsson Rasmus Kongsgaard, Hansen Lars Kai 2004

机译：非平稳源的概率盲反卷积

Blind deconvolution of linear systems driven by non-stationary source based on almost-symmetrical time-varying ARMA model

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