[PDF][PDF] Invariant sets and long time behaviour of operator semigroups
J Glück - 2017 - oparu.uni-ulm.de
In this PhD thesis, strongly continuous operator semigroups are studied. We show that
contractivity or positivity of such a semigroup can have a profound impact on its long time …
contractivity or positivity of such a semigroup can have a profound impact on its long time …
Growth rates and the peripheral spectrum of positive operators
J Glück - arXiv preprint arXiv:1512.07483, 2015 - arxiv.org
Let $ T $ be a positive operator on a complex Banach lattice. It is a long open problem
whether the peripheral spectrum $\sigma_ {\operatorname {per}}(T) $ of $ T $ is always …
whether the peripheral spectrum $\sigma_ {\operatorname {per}}(T) $ of $ T $ is always …
A Perron–Frobenius type result in Banach algebras via asymptotic closeness to a cone
G Herzog, P Kunstmann - Positivity, 2024 - Springer
A Perron–Frobenius type result in Banach algebras via asymptotic closeness to a cone |
Positivity Skip to main content SpringerLink Account Menu Find a journal Publish with us Track …
Positivity Skip to main content SpringerLink Account Menu Find a journal Publish with us Track …
On the strict monotonicity of spectral radii for classes of bounded positive linear operators
C Guiver - Positivity, 2018 - Springer
Strict monotonicity of the spectral radii of bounded, positive, ordered linear operators is
investigated. It is well-known that under reasonable assumptions, the spectral radii of two …
investigated. It is well-known that under reasonable assumptions, the spectral radii of two …