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Parallel Reinforcement Learning:A Framework and Case Study 被引量:10
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作者 Teng Liu Bin Tian +3 位作者 Yunfeng Ai Li Li Dongpu Cao Fei-Yue Wang 《IEEE/CAA Journal of Automatica Sinica》 SCIE EI CSCD 2018年第4期827-835,共9页
In this paper, a new machine learning framework is developed for complex system control, called parallel reinforcement learning. To overcome data deficiency of current data-driven algorithms, a parallel system is buil... In this paper, a new machine learning framework is developed for complex system control, called parallel reinforcement learning. To overcome data deficiency of current data-driven algorithms, a parallel system is built to improve complex learning system by self-guidance. Based on the Markov chain(MC) theory, we combine the transfer learning, predictive learning, deep learning and reinforcement learning to tackle the data and action processes and to express the knowledge. Parallel reinforcement learning framework is formulated and several case studies for real-world problems are finally introduced. 展开更多
关键词 Deep learning machine learning parallel reinforcement learning parallel system predictive learning transfer learning
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FRACTAL SETS IN CONTROL SYSTEMS
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作者 程代展 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1993年第8期735-744,共10页
In this paper the Hausdorff measure of sets of integral and fractional dimensions was introduced and applied to control systems. A new concept, namely, pseudo-self-similar set was also introduced. The existence and un... In this paper the Hausdorff measure of sets of integral and fractional dimensions was introduced and applied to control systems. A new concept, namely, pseudo-self-similar set was also introduced. The existence and uniqueness of such sets were then proved, and the formula for calculating the dimension of self-similar sets was extended to the pseudo-self-similar case. Using the previous theorem, it was shown that the reachable set of a control system may have fractional dimensions. It is expected that as a new approach the geometry of fractal sets will be a proper tool to analyze the controllability and observability of nonlinear systems. 展开更多
关键词 Fractals Set theory
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