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- Marie Curie Fellow at the University of Oxford (2007-2009).
- EPSRC Research Fellow at Imperial College (2006-2007).
- Visiting Assistant Professor at the Georgia Institute of Technology (2003-2006).

- Calibrated geometry & manifolds with special holonomy.
- Geometry of submanifolds (moduli and singularities of calibrated submanifolds).
- Geometric analysis (gluing techniques, geometric flows).
- Geometric PDE. Interactions between Optimal Transport and Geometry.

- J. Lotay, T. Pacini,
*Coupled flows, convexity and calibrations: Lagrangian and totally real geometry*, available on www.arxiv.org. - A. Corti, M. Haskins, J. Nordstrom, T. Pacini,
*Asymptotically cylindrical Calabi-Yau 3-folds via weak Fano 3-folds*, submitted. - A. Corti, M. Haskins, J. Nordstrom, T. Pacini,
*G_2 manifolds and associative submanifolds via semi-Fano 3-folds*, Geometry and Topology 17 (2013), 1955-2059. - T. Pacini,
*Special Lagrangian conifolds, I: moduli spaces*, Proc. LMS (3) 107 (2013), 198-224. - T. Pacini,
*Special Lagrangian conifolds, II: gluing constructions*, Proc. LMS (3) 107 (2013), 225-266. - T. Pacini,
*Desingularizing isolated conical singularities: uniform estimates via weighted Sobolev spaces*, Comm. An. and Geom. Volume 21 (2013), Number 1, 105-170. - W. Gangbo, H. K. Kim, T. Pacini,
*Differential forms on Wasserstein spaces and infinite-dimensional Hamiltonian systems*, Memoirs AMS 211 (2011), no. 993. - M. Haskins, T. Pacini,
*Obstructions to special Lagrangian desingularizations and the Lagrangian prescribed boundary problem*, Geometry & Topology 10 (2006), pp. 1453-1521. - T. Pacini,
*Deformations of asymptotically conical special Lagrangian submanifolds*, Pacific J. of Math., vol. 215 n.1 (2004), pp. 151-181. - T. Pacini,
*Mean curvature flows, orbits, moment maps*, Trans. AMS, vol. 355 n.8 (2003), pp. 3343-3357. - T. Pacini,
*Complex structures on SO(M,g)*, Boll. UMI, (8) 2-B (1999), pp. 639-654.

- "Complex analysis" for undergrad students of the Scuola Normale.