Antonio De Nicola

collaborators

2 papers

math.DG2026

On Homogeneous Kähler Manifolds

Antonio De Nicola, Fabrizio Pugliese, Luca Vitagliano

The cone $M \times R_{+}$ over a Sasakian manifold $M$ is equipped with a canonical Kähler structure with specific homogeneity properties with respect to the $R_{+}$ …

math.DG2025

Darboux-Lie derivatives

Antonio De Nicola, Ivan Yudin

We introduce the Darboux-Lie derivative for fiber-bundle maps from natural bundles to associated fiber bundles and study its properties.