On the optimal control of network LQR with spatially-exponential decaying structure

RC Zhang, W Li, N Li - 2023 American Control Conference …, 2023‏ - ieeexplore.ieee.org
This paper studies network LQR problems with system matrices being spatially-exponential
decaying (SED) between nodes in the network. The major objective is to study whether the …

Nested Optimized Adaptive Control for Linear Systems

Y Zhang, SS Ge, R Ji - IEEE Transactions on Systems, Man …, 2024‏ - ieeexplore.ieee.org
The classical optimal control of the linear system assumes that the system is stabilizable,
thereby deriving the optimal control with the outcome that the solution inherently stabilizes …

Optimal network control of spatially exponential decaying linear quadratic regulator

RC Zhang, W Li, N Li - Automatica, 2025‏ - Elsevier
In this paper, we study the network linear quadratic regulator (LQR) problem with system
matrices being spatially-exponential decaying (SED) between nodes in a network. The main …

Nested optimized adaptive linear control

Y Zhang, SS Ge - 2024 2nd International Conference on …, 2024‏ - ieeexplore.ieee.org
Optimal control theory was formulated with the implicit assumption that the system under
investigation possesses inherent stabilizability. In this framework, the derived optimal control …