D. Oeh

most citedLie wedges of endomorphism semigroups of standard subspaces in admissible Lie algebras

3 citations · 3 across the 2 of their papers we have counts for

collaborators

4 papers

math.RT2021

Elements in pointed invariant cones in Lie algebras and corresponding affine pairs

Karl-Hermann Neeb, Daniel Oeh

In this note we study in a finite dimensional Lie algebra $g$ the set of all those elements x for which the closed convex hull of the adjoint orbit contains no affine l…

math.RT2021

Nets of standard subspaces induced by antiunitary representations of admissible Lie groups I

Daniel Oeh

Let $(π, H)$ be a strongly continuous unitary representation of a 1-connected Lie group $G$ such that the Lie algebra $g$ of $G$ is generated by the positive c…

math.RT2020★ 3 cited

Lie wedges of endomorphism semigroups of standard subspaces in admissible Lie algebras

Daniel Oeh

Let $g$ be a real finite-dimensional Lie algebra containing pointed generating invariant closed convex cones. We determine those derivations $D$ of $g$ which…

math.RT2020

Classification of 3-graded causal subalgebras of real simple Lie algebras

Daniel Oeh

Let $(g, τ)$ be a real simple symmetric Lie algebra and let $W \subset g$ be an invariant closed convex cone which is pointed and generating with $τ (W) = - W$ .…