Abstract
Zhang dynamics (ZD) and gradient dynamics (GD) are two types of powerful methods for online problems solving. In this paper, the tracking-control problem of time-invariant linear (TIL) systems is formulated and investigated. Then, by combining the ZD and GD methods, two novel types of tracking controllers are designed to solve the problem. Simulative results of TIL systems further demonstrate the feasibility and effectiveness of the ZD and GD methods for the tracking-control problem solving.
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