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A tracking error–based fully probabilistic control for stochastic discrete-time systems with multiplicative noise

机译：具有乘法噪声的随机离散时间系统的基于跟踪误差的全概率控制

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Randa Herzallah; Yuyang Zhou;
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1. Robust probabilistic sampling H_∞o output tracking control for a class of nonlinear networked systems with multiplicative noises [J] . Shiping Wen, Zhigang Zeng, Tingwen Huang Journal of the Franklin Institute . 2013,第5期

机译：一类具有乘法噪声的非线性网络系统的鲁棒概率采样H_∞o输出跟踪控制
2. Robust Control Design for Discrete-Time Stochastic Systems with Multiplicative and Additive Noises [J] . Liu Xikui, Zhang Xiumei, Li Yan Journal of computational and theoretical nanoscience . 2016,第1期

机译：具有乘法和添加剂噪声的离散时间随机系统的鲁棒控制设计
3. Analyzing noise-induced tracking errors in control systems with saturation: A stochastic linearization approach [J] . Lee Juseung, Ossareh Hamid R., Eun Yongsoon Journal of the Franklin Institute . 2021,第12期

机译：用饱和度分析控制系统中的噪声引起的跟踪误差：随机线性化方法
4. Stochastic H{sub}2/H{sub}∞ Control for Discrete-Time Systems with Multiplicative Noise in State and Control Input: Infinite Horizon Case [C] . Weihai Zhang, Yulin Huang, Lihua Xie IEEE Conference on Decision and Control . 2007

机译：随机H {Sub} 2 / h {Sub}∞控制状态和控制输入中具有乘法噪声的离散时间系统：无限地平线案例
5. OPTIMAL ADAPTIVE STOCHASTIC CONTROL OF LINEAR DYNAMICAL SYSTEMS WITH MULTIPLICATIVE AND ADDITIVE NOISE [D] . PANOSSIAN, HAGOP VARTEVAR 1981

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6. Modeling and Flight Experiments for Swarms of High Dynamic UAVs: A Stochastic Configuration Control System with Multiplicative Noises [O] . Hongbo Zhao, Sentang Wu, Yongming Wen, 2019

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7. Dissipativity-based asynchronous control for discrete-time singular Markov jump systems with multiplicative noises [O] . Xiao Lu, Jiaqiang Yan, Haixia Wang, 2019

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8. Command Generator Tracker Synthesis Methods Using an LQG (Linear System Model, Quadratic Cost, and Gaussian Noise Process) Derived Proportional Plus Integral Controller Based on the Integral of the Regulation Error [R] . McMillian, J. P. 1983

机译：命令生成器跟踪器合成方法使用LQG（线性系统模型，二次成本和高斯噪声过程）派生比例加积分控制器基于调节误差的积分

A tracking error–based fully probabilistic control for stochastic discrete-time systems with multiplicative noise

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