0000000000733090

AUTHOR

F. Andreu

showing 2 related works from this author

A non-linear version of Hunt-Lion's theorem from the point of view of T-accretivity

1992

In the classical topological context, Dellacherie [10] has given a non-linear version of Hunt's theorem characterizing the proper kernels verifying the complete maximum principle as those closing a submarkovian resolvent. In this paper we study the relation between this non-linear version of Hunt's theorem and T-accretivity.

Discrete mathematicsNonlinear systemMaximum principleFunctional analysisCalculusQuantitative Biology::Populations and EvolutionContext (language use)Point (geometry)Astrophysics::Earth and Planetary AstrophysicsAnalysisPotential theoryResolventMathematicsPotential Analysis
researchProduct

On the boundary spectrum of dominatedC o-Semigroups

1989

Discrete mathematicsPure mathematicsAlgebra and Number TheoryDominance (ethology)Banach latticeSpectrum (functional analysis)Boundary (topology)Algebra over a fieldMathematicsSemigroup Forum
researchProduct