A. Rosevear

collaborators

2 papers

math.DG2021

Geodesic motion on $SL (n)$ with the Hilbert-Schmidt metric

Audrey Rosevear, Samuel Sottile, Willie WY Wong

We study the geometry of geodesics on $SL (n)$ , equipped with the Hilbert-Schmidt metric which makes it a Riemannian manifold. These geodesics are known to be related to af…

math.CO2020

Graph de Rham Cohomology and the Automorphsim Group

Ivan Contreras, Audrey Rosevear

We introduce a graph-theoretical interpretation of an induced action of Aut $(Γ)$ in the discrete de Rham cohomology of a finite graph $Γ$ . This action produces a splitting of Aut$(…

Geodesic motion on SL(n) with the Hilbert-Schmidt metric

Graph de Rham Cohomology and the Automorphsim Group

Geodesic motion on $SL (n)$ with the Hilbert-Schmidt metric