activity
20132021
most citedA note on the structure of underlying Lie algebras

2 citations · 5 across the 5 of their papers we have counts for

collaborators

13 papers

math.GR2021

Strongly scale-invariant virtually polycyclic groups

Jonas Deré

A finitely generated group is called strongly scale-invariant if there exists an injective endomorphism with the image of finite index in and the subgrou…

math.DS2021

On closed manifolds admitting an Anosov diffeomorphism but no expanding map

Jonas Deré, Thomas Witdouck

A few years ago, the first example of a closed manifold admitting an Anosov diffeomorphism but no expanding map was given. Unfortunately, this example is not explicit and is high-d…

math.DS2020

Anosov diffeomorphisms on infra-nilmanifolds associated to graphs

Jonas Deré, Meera Mainkar

Anosov diffeomorphisms on closed Riemannian manifolds are a type of dynamical systems exhibiting uniform hyperbolic behavior. Therefore their properties are intensively studied, in…

math.DG2020

Orthogonal bi-invariant complex structures on metric Lie algebras

Jonas Deré

This paper studies how many orthogonal bi-invariant complex structures exist on a metric Lie algebra over the real numbers. Recently, it was shown that irreducible Lie algebras whi…

math.GR2020

Simply transitive NIL-affine actions of solvable Lie groups

Jonas Deré, Marcos Origlia

Every simply connected and connected solvable Lie group admits a simply transitive action on a nilpotent Lie group via affine transformations. Although the existence is gua…

math.RA2019★ 2 cited

A note on the structure of underlying Lie algebras

Jonas Deré

Every Lie algebra over a field gives rise to new Lie algebras over any subfield by restricting the scalar multiplication. This paper studies the structure of th…