معرفی
Anna Fino is a Full Professor at the Department of Mathematics, University of Turin. Her research focuses on differential and complex geometry, particularly geometric structures on manifolds such as nilmanifolds, solvmanifolds, G₂-structures, and Hermitian manifolds. She has contributed to studies on special metrics (balanced, SKT, Calabi-Yau), holonomy groups, cohomology theories, and geometric flows like the Laplacian flow for G₂-structures.
Her work often intersects with algebraic topology and geometric analysis, addressing topics such as tamed symplectic structures, Ricci solitons, and invariant geometric properties on homogeneous spaces. Recent activities include organizing conferences on differential geometry and participating in international collaborations.
Key research themes include:
- Geometric structures on nilpotent and solvable Lie groups
- Special holonomy and calibrated geometries
- Hermitian and almost complex manifolds
- Cohomological aspects of complex and symplectic manifolds
Her publications frequently explore interplays between differential geometry and algebraic structures, with applications to geometric flows and classification problems.
