Synthesis for optimal two-player decentralized control over TCP erasure channels with state feedback
2011pp. 3824–3829
Citations Over TimeTop 14% of 2011 papers
Abstract
We propose a state-space synthesis for infinite horizon decentralized LQG control problems over TCP erasure channels with state feedback under sufficient conditions on convergence and stability. The decentralized system under consideration consists of two interconnected systems with unidirectional information communication from system 1 to system 2. The finite horizon counterpart of this problem was proposed previously, along with two modified Riccati recursions. When the mean packet drop rate E(N) satisfies two given conditions on convergence and stability, we show that the sequence of optimal finite horizon costs converges and construct an optimal infinite horizon synthesis.
Related Papers
- → LQG applications in the process industries(1993)10 cited
- → Coherent erasure and updating of holograms in LiNbO3(1995)8 cited
- → A self-optimizing adaptive LQG control scheme for input-output systems(2002)1 cited
- → Inventory control and LQG: Connections and extensions(2010)1 cited
- → Linear quadratic Gaussian control of 2-dimensional systems(2005)