One-Parameter c0-Semigroups on Sequentially Complete Locally Convex TopologicalVector Spaces

摘要

Properties of one parameter locally equicontinuous c(sub 0)-semigroups pi(sub t)t> = 0 on sequentially complete locally convex topological vector spaces V are described by exploring the connection between the semigroup pi(sub t)t > = 0 and the translation group on the vector space of continuous functions from R(sup +) into V.