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math.FA2018
Lie-Trotter product formula for locally equicontinuous and tight Markov semigroup
Sander C. Hille, Maria A. Ziemlanska
In this paper we prove a Lie-Trotter product formula for Markov semigroups in spaces of measures. We relate our results to "classical" results for strongly continuous linear semigr…
math.FA2017★ 1 cited
On a Schur-like property for spaces of measures
Sander C. Hille, Tomasz Szarek, Daniel T. H. Worm +1
A Banach space has the Schur property when every weakly convergent sequence converges in norm. We prove a Schur-like property for measures: if a sequence of finite signed Borel mea…