Sun Dual Theory For Bi-Continuous Semigroups

RT @mathFAbot: This https://t.co/RRKgPaJtM5 has been replaced. Links: https://t.co/JEjjGj0JEd https://t.co/G0F6o4wm6e https://t.co/67ndno9L…

This https://t.co/RRKgPaJtM5 has been replaced. Links: https://t.co/JEjjGj0JEd https://t.co/G0F6o4wm6e https://t.co/67ndno9LDe https://t.co/cXU1OEiPKn

semigroups under mild assumptions on the involved locally convex topologies. We also discuss sun reflexivity and Favard spaces in this context, extending classical results by van Neerven. [2/2 of https://t.co/pzgJMv3yKG]

The sun dual space corresponding to a strongly continuous semigroup is a known concept when dealing with dual semigroups, which are in general only weak$^*$-continuous. In this paper we develop a corresponding theory for bi-continuous [1/2 of https://t.co/