معرفی
Daniele Angella is a Professor at the Dipartimento di Matematica e Informatica 'Ulisse Dini' of the University of Florence. His research focuses on complex non-Kähler geometry, Hermitian metrics, and cohomological properties of manifolds. He has contributed significantly to the study of locally conformally Kähler manifolds, Oeljeklaus-Toma manifolds, and geometric structures on complex spaces.
Key areas of interest include Hermitian metrics, differential geometry, and geometric formalities. His work often intersects with symplectic geometry and algebraic geometry, addressing topics such as cohomogeneity one metrics, Calabi-Yau manifolds, and machine learning applications in geometry. Angella has authored over 60 papers, with recent contributions exploring Vaisman manifolds, Oeljeklaus-Toma rigidity, and Chern-scalar curvature stability.
He has organized workshops and conferences, such as the 'Complex and Symplectic Geometry Workshop' and the 'CIME school on Complex non-Kähler geometry'. His research also involves collaborations with institutions worldwide, reflecting his international academic engagement.