3 problems

Let an hBCS be a one-dimensional hyperbolic boundary control system satisfying Assumption … is BIBO stable. The authors state that they have not encountered an exponentially stable…

Let $M$ be the matrix associated with a one-dimensional hyperbolic boundary control system, let $\mathbf{U}(s)$ be the corresponding matrix-valued function, let $n$ be the system d…

Positive boundary dissipation conjecture. If $\widetilde{W}_B R_0^{-1} \Sigma \left(\widetilde{W}_B R_0^{-1}\right)^* > 0$, then the hBCS is BIBO stable. In the setting where the d…