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math.DG2021
A survey on locally Homogeneous almost-Hermitian spaces
Daniele Angella, Francesco Pediconi
We survey the theory of locally homogeneous almost-Hermitian spaces. In particular, by using the framework of varying Lie brackets, we write formulas for the curvature of all the G…
math.DG2021★ 2 cited
Leafwise flat forms on Inoue-Bombieri surfaces
Daniele Angella, Valentino Tosatti
We prove that every Gauduchon metric on an Inoue-Bombieri surface admits a strongly leafwise flat form in its -class. Using this result, we deduce unifor…
math.DG2021★ 2 cited
On the linearization stability of the Chern-scalar curvature
Daniele Angella, Francesco Pediconi
In this note, we study the local properties of the Chern-scalar curvature function by looking at its linearization. In particular, we study its linearization stability and the stru…