activity
20172023
most citedOrthogonal Intertwiners for Infinite Particle Systems in The Continuum

4 citations · 7 across the 4 of their papers we have counts for

collaborators

10 papers

math.PR2023★ 4 cited

Orthogonal Intertwiners for Infinite Particle Systems in The Continuum

Stefan Wagner

This article focuses on a system of sticky Brownian motions, also known as Howitt-Warren martingale problem, and correlated Brownian motions and shows that infinite-dimensional ort…

math.OA2023

The noncommutative geometry of frame bundles

Stefan Wagner

We apply ourselves to the noncommutative geometry of frame bundles by showing that each C-algebraic noncommutative principal -bundle is, up to isomorphism, uniq…

math.RA2022

Non-Abelian extensions of groupoids and their groupoid rings

Natã Machado, Johan Öinert, Stefan Wagner

We present a geometrically oriented classification theory for non-Abelian extensions of groupoids generalizing the classification theory for Abelian extensions of groupoids by West…

math.PR2021★ 3 cited

Intertwining and Duality for Consistent Markov Processes

Simone Floreani, Sabine Jansen, Frank Redig +1

In this paper we derive intertwining relations for a broad class of conservative particle systems both in discrete and continuous setting. Using the language of point process theor…

math.OA2021

An Atiyah Sequence for Noncommutative Principal Bundles

Kay Schwieger, Stefan Wagner

We present a derivation-based Atiyah sequence for noncommutative principal bundles. Along the way we treat the problem of deciding when a given -automorphism on the quantum bas…

math.RA2021

Prime group graded rings with applications to partial crossed products and Leavitt path algebras

Daniel Lännström, Patrik Lundström, Johan Öinert +1

In this article we generalize a classical result by Passman on primeness of unital strongly group graded rings to the class of nearly epsilon-strongly group graded rings which are…