Boundary triplets for skew-symmetric operators and the generation of strongly continuous semigroups
arXiv:1611.08867 · doi:10.1007/s10476-017-0509-6
Abstract
We give a self-contained and streamlined exposition of a generation theorem for C0-semigroups based on the method of boundary triplets. We apply this theorem to port-Hamiltonian systems where we discuss recent results appearing in stability and control theory. We give detailed proofs and require only a basic knowledge of operator and semigroup theory.
19 pages