One side invertibility for implicit hyperbolic systems with delays
arXiv:1009.0498h-index: 7
AI Analysis
Provides a theoretical result for control theory, but is incremental as it extends known decomposition methods to a specific system class.
The paper addresses left invertibility for implicit hyperbolic systems with delays in infinite-dimensional Hilbert spaces, showing it is equivalent to left invertibility of a subsystem without delays.
This paper deals with left invertibility problem of implicit hyperbolic systems with delays in infinite dimensional Hilbert spaces. From a decomposition procedure, invertibility for this class of systems is shown to be equivalent to the left invertibility of a subsystem without delays.