Here you will find the complete list of my papers, preprints and other stuff I wrote. All my papers can be found on
.

## Preprints

*The motive of the Hilbert scheme of points in all dimensions*, with M. Graffeo, S. Monavari, R. Moschetti, 2024.*Hyperquot schemes on curves: virtual class and motivic invariants*, with S. Monavari, 2024.*On the stack of 0–dimensional coherent sheaves: motivic aspects*, with B. Fantechi, 2024.*Motivic classes of noncommutative Quot schemes*, 2023.*Indecomposability of derived categories in families*, with F. Bastianelli, P. Belmans and S. Okawa, 2020.*Moduli spaces of semiorthogonal decompositions in families*, with P. Belmans and S. Okawa, 2020. With an appendix coauthored with W. Lowen.

## Papers

*The geometry of double nested Hilbert schemes of points on curves*, with M. Graffeo, P. Lella, S. Monavari and A. Sammartano, 2023.

Accepted for publication in Trans. Amer. Math. Soc.*On the stack of 0–dimensional coherent sheaves: structural aspects*, with B. Fantechi, 2024.

Accepted for publication in BIRS-CMO proceedings in LMS Lecture Note series.*A sign that used to annoy me, and still does*.

J. Geom. Phys., Vol.**125**(2023).*The d-critical structure on the Quot scheme of points of a Calabi–Yau 3-fold*, with M. Savvas.

Commun. Contemp. Math., Vol.**415**, No. 8, 1–45 (2024).*On the Behrend function and the blowup of some fat points*, with M. Graffeo.

Adv. Math., Vol.**415**(2023), 108896.*Hilbert squares of degeneracy loci*, with E. Fatighenti, F. Meazzini, G. Mongardi.

Rend. Circ. Mat. Palermo (2),**72**, 3153–3183 (2023).*On the motive of the nested Quot scheme of points on a curve*, with S. Monavari.

Journal of Algebra, Vol.**610**, 99–118 (2022).*Sur la lissité du schéma Quot ponctuel emboîté*, with S. Monavari.

Canad. Math. Bull., Vol.**66**, Issue 1, March 2023, pp. 178–184.*Framed sheaves on projective space and Quot schemes*, with A. Cazzaniga.

Math. Z.**300**, 745–760 (2022).*Framed motivic Donaldson–Thomas invariants of small crepant resolutions*, with A. Cazzaniga.

Math. Nachr. Vol.**295**, Issue 6 (2022), 1096–1112.*Higher rank motivic Donaldson–Thomas invariants of*𝔸^{3}*via wall-crossing, and asymptotics*, with A. Cazzaniga and D. Ralaivaosaona.

Math. Proc. Cambridge Philos. Soc., Vol.**174**, Issue 1, January 2023, pp. 97–122.*Higher rank K-theoretic Donaldson–Thomas theory of points*, with N. Fasola and S. Monavari.

Forum Math. Sigma, Vol.**9**E15 (2021) 1–51.*The equivariant Atiyah class*.

C. R. Math. Acad. Sci. Paris., Vol.**359**, Issue 3 (2021), 257–282.*On the motive of the Quot scheme of finite quotients of a locally free sheaf*.

J. Math. Pures Appl.,**144**(2020), 50–68.*Virtual classes and virtual motives of Quot schemes on threefolds*.

Adv. Math., Vol.**369**, 107182 (2020).*The local motivic DT/PT correspondence*, with B. Davison.

J. Lond. Math. Soc., Vol.**104**, Issue 3, 1384–1432 (2021).*Virtual counts on Quot schemes and the higher rank local DT/PT correspondence*, with S. Beentjes.

Math. Res. Lett., Vol.**28**, no. 4 (2021), 967–1032.*Pullbacks of universal Brill–Noether classes via Abel–Jacobi morphisms*, with N. Pagani and J. van Zelm.

Math. Nachr., Vol.**293**, Issue 11 (2020), 2187–2207.*The Hilbert scheme of hyperelliptic Jacobians and moduli of Picard sheaves*.

Algebra Number Theory**14**, No. 6 (2020), 1381–1397.*Jet bundles on Gorenstein curves and applications*, with L. Gatto.

J. Singul. Volume**21**(2020), 50–83.*The DT/PT correspondence for smooth curves*.

Math. Z.**290**(2018), no. 1-2, 699–710.*On coherent sheaves of small length on the affine plane*, with R. Moschetti.

J. Algebra,**516**(2018), pp. 471–489.*Local contributions to Donaldson–Thomas invariants.*

Int. Math. Res. Not. IMRN,**2018**(2018), no. 19, 5995–6025.*The Euler characteristic of the generalized Kummer scheme of an Abelian threefold*, with M. Gulbrandsen.

Geom. Dedicata,**182**(2016), Issue 1, pp. 73–79.

## Books

*An invitation to modern enumerative geometry*,
SISSA Springer Series, Volume 3.

This book was conceived as a beginner's guide to some of the key tools used in modern enumerative geometry.

## PhD Thesis

*Local Donaldson–Thomas invariants and their refinements*.

ISBN: 978-82-7644-734-7 ISSN: 1890-1387 PhD thesis no. 363.