29 citations · 54 across the 10 of their papers we have counts for
7 papers · 1 filter
Fundamental Trackability Problems for Iterative Learning Control
Deyuan Meng, Jingyao Zhang
Generally, the classic iterative learning control (ILC) methods focus on finding design conditions for repetitive systems to achieve the perfect tracking of any specified trajector…
From Control to Mathematics-Part II: Observability-Based Design for Iterative Methods in Solving Linear Equations
Deyuan Meng
The control approaches generally resort to the tools from the mathematics, but whether and how the mathematics can benefit from the control approaches is unclear. This paper aims t…
From Control to Mathematics-Part I: Controllability-Based Design for Iterative Methods in Solving Linear Equations
Deyuan Meng, Yuxin Wu
In the interaction between control and mathematics, mathematical tools are fundamental for all the control methods, but it is unclear how control impacts mathematics. This is the f…
Control Analysis and Synthesis of Data-Driven Learning: A Kalman State-Space Approach
Deyuan Meng
This paper aims to deal with the control analysis and synthesis problem of data-driven learning, regardless of unknown plant models and iteration-varying uncertainties. For the tra…
System Equivalence Transformation: Robust Convergence of Iterative Learning Control with Nonrepetitive Uncertainties
Deyuan Meng, Jingyao Zhang
For iterative learning control (ILC), one of the basic problems left to address is how to solve the contradiction between convergence conditions for the output tracking error and f…
Optimization-Based Learning Control for Nonlinear Time-Varying Systems
Deyuan Meng, Jingyao Zhang
Learning to perform perfect tracking tasks based on measurement data is desirable in the controller design of systems operating repetitively. This motivates the present paper to se…
A State Transition Matrix-Based Approach to Separation of Cooperations and Antagonisms in Opinion Dynamics
Deyuan Meng, Ziyang Meng, Yiguang Hong
This paper is concerned with the dynamics evolution of opinions in the presence of both cooperations and antagonisms. The class of Laplacian flows is addressed through signed digra…