Kreiss matrix theorem
ID: kreiss-matrix-theorem
The Kreiss matrix theorem is a fundamental result in the theory of abstract differential equations, particularly in the context of the stability and asymptotic behavior of linear systems described by linear differential equations. The theorem is named after H. Kreiss, who introduced it. In essence, the Kreiss matrix theorem provides a criterion for determining whether a set of linear operators (or matrices) generates a strongly continuous semigroup of operators.
New to topics? Read the docs here!