Claudio AREZZO
1) Existence problem for special submanifolds of Einstein spaces.
2) Existence of special metrics on compact complex manifolds.
3) Analysis on manifolds and special metrics
4) Ricci flow on complex manifolds
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Anna (Miriam) BENINI
Holomorphic dynamics in one and several complex variables, especially concerning the iteration of transcendental maps.
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Leonardo BILIOTTI
Semi-Riemannian geometry; existence, uniqueness and molteplicty results of closed geodesics geometrically distinct. Genericity of nondegenerate critical points and bumpy metric theorem on Semi-Riemannian geometry.
Isometric actions on symmetric spaces of compact type and isometry actions of noncompact Lie group on compact Lorentazian manifold. Symplectic geometry, Hamiltonian actions and moment map.
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Costantino MEDORI
Special structures on differentiable manifolds (in particular Cauchy-Riemann and paracomplex structures) and homogeneous spaces.
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Lorenzo NICOLODI
His main research interests lie in differential geometry, especially in the geometry of submanifolds in homogeneous spaces and in the study of integrable systems, by the methods of exterior differential systems and of the moving frame.
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Alberto SARACCO
My research is mainly in complex analysis, CR geometry and differential geometry.
More precisely, I have studied, under appropriate convex properties of domains in C^n (convexity, C-convexity, strictly and strongly pseudoconvexity): extension of functions and analytic objects; relation between the notion of Hilbert and Kobayashi hyperbolicity.
My list of pubblications is avaible under my short CV, and at my homepage http://www2.unipr.it/~saralb74/.
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Adriano TOMASSINI
1) Cohomological properties of almost complex manifolds;
2) Special metrics on complex manifolds;
3) D-complex structures;
4) Deformations of complex structures.
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Michela ZEDDA 
Kähler geometry (projectively induced metrics, balanced metrics,
Tian-Yau-Zelditch asymptotic expansion, Hermitian symmetric spaces).
Symplectic geometry (Global symplectic coordinates).
Complex non-Kähler and Sasakian geometry (Geometric flows, Sasakian manifolds, Strong Kähler with torsion structures).
List of publications - Scopus author profile

• FIRB 2008 (financed by MIUR): Geometria Differenziale Complessa e Dinamica Olomorfa,  national coordinator: prof. Filippo Bracci (Università di Roma Tor Vergata), local coordinator: prof. Claudio Arezzo.
• FIRB 2012 (financed by Italian MIUR): Differential Geometry and Geometric Function Theory, national coordinator: prof. Caterina Stoppato (University of Firenze), local coordinator: Prof. Leonardo Biliotti
• PRIN 2010/2011 Real and complex manifolds: geometry, topology and harmonic analysis, national coordinator: prof. Fulvio Ricci (Scuola Normale di Pisa), local coordinator: Prof. Adriano Tomassini
• CAMEGEST Extremal Kaehler metrics and geometric stability, FP7-PEOPLE-2009-IOF - Marie Curie International Outgoing Fellowships for Career Development, Responsabile scientifico: Prof. C. Arezzo