Bibliographic Details
| Title: |
Discrete-Time Linear-Quadratic Optimal Control Problems for Time-Delayed Descriptor Systems. |
| Authors: |
Liu, Bo1 (AUTHOR) boliu2020@muc.edu.cn, Lv, Pengchao2 (AUTHOR) lv@imut.edu.cn, Huang, Junjie3 (AUTHOR) huangjunjie@imu.edu.cn, Jiang, Fangcui4 (AUTHOR) jiangfcsdu@sdu.edu.cn, Su, Housheng5,6 (AUTHOR) houshengsu@gmail.com |
| Source: |
Circuits, Systems & Signal Processing. Jul2026, Vol. 45 Issue 7, p5270-5295. 26p. |
| Subjects: |
Time delay systems, Descriptor systems, H2 control, Digital control systems, Numerical analysis, Operator theory |
| Abstract: |
This paper studies the discrete-time linear-quadratic optimal control problem (LQOCP) for time-delayed descriptor systems in a real Hilbert space, and obtains some novel sufficient conditions for the solvability of the discrete-time LQOCP by the generalized inverse theory and space decomposition technique. Especially, the proposed methods are simpler, easier to verify and compute, and can solve the LQOCP without imposing any range inclusion condition. In addition, our work is verified by some numerical examples. [ABSTRACT FROM AUTHOR] |
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| Database: |
Engineering Source |
