1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.DG2026
Homogeneous Generalized Ricci flows II
Elia Fusi, Ramiro A. Lafuente, James Stanfield
We relate the generalized Ricci curvature of left-invariant generalized metrics on a Lie group with the Ricci curvature of certain metric Lie algebras. As an application, we prove…
math.DG2026
Long-time existence of the pluriclosed flow on some fibrations
Elia Fusi, James Stanfield, Luigi Vezzoni
We prove long-time existence of the pluriclosed flow on certain compact quotients of Lie groups for non-invariant initial data, as well as on some holomorphic principal torus bundl…
math.DG2024★ 1 cited
The homogeneous generalized Ricci flow
Elia Fusi, Ramiro A. Lafuente, James Stanfield
We develop a framework inspired by Lauret's "bracket flow" to study the generalized Ricci flow, as introduced by Streets, on discrete quotients of Lie groups. As a first applicatio…