Christian Seifert, Marcus Waurick
Published 2014-12-17Version 1
We give a characterization of a certain estimate relating two positive semigroups on general Banach lattices to one another in terms of corresponding estimates for the respective generators and of estimates for the respective resolvents. The resuts have applications to kernel estimates for semigroups induced by accretive and non-local forms on $\sigma$-finite measure spaces.
Isomorphic classification of $L_{p,q}$-spaces, II
A Bochner integral convergence theorem in general Banach lattices
Free and projective generalized multinormed spaces
![QR code for arXiv:1412.5383 [math.FA]](http://oss.arxitics.com/images/favicon.svg)