activity
20042023
most citedThe algebra of conditional sets and the concepts of conditional topology and compactness

42 citations · 203 across the 34 of their papers we have counts for

collaborators

47 papers

math.AP2023

Convergence of infinitesimal generators and stability of convex monotone semigroups

Jonas Blessing, Michael Kupper, Max Nendel

Based on the convergence of their infinitesimal generators in the mixed topology, we provide a stability result for strongly continuous convex monotone semigroups on spaces of cont…

math.PR2022★ 2 cited

Nonlinear semigroups and limit theorems for convex expectations

Jonas Blessing, Michael Kupper

Based on the Chernoff approximation, we provide a general approximation result for convex monotone semigroups which are continuous w.r.t. the mixed topology on suitable spaces of c…

math.AP2022★ 4 cited

Convex monotone semigroups and their generators with respect to -convergence

Jonas Blessing, Robert Denk, Michael Kupper +1

We study semigroups of convex monotone operators on spaces of continuous functions and their behaviour with respect to -convergence. In contrast to the linear theory, the domain…

math.PR2021

Wasserstein perturbations of Markovian transition semigroups

Sven Fuhrmann, Michael Kupper, Max Nendel

In this paper, we deal with a class of time-homogeneous continuous-time Markov processes with transition probabilities bearing a nonparametric uncertainty. The uncertainty is model…

math.AP2021

Viscous Hamilton-Jacobi equations in exponential Orlicz hearts

Jonas Blessing, Michael Kupper

We provide a semigroup approach to the viscous Hamilton-Jacobi equation. It turns out that exponential Orlicz hearts are suitable spaces to handle the (quadratic) non-linearity of…

math.PR2021

Weakly maxitive set functions and their possibility distributions

Michael Kupper, José Miguel Zapata

The Shilkret integral with respect to a completely maxitive capacity is fully determined by a possibility distribution. In this paper, we introduce a weaker topological form of max…