ROSSI, MICHELE
ROSSI, MICHELE
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI
Framed duality and mirror symmetry for toric complete intersections
2023 Rossi, M
An extension of polar duality of toric varieties and its consequences in Mirror Symmetry
2022 Rossi, M
La geometria dell'apparecchio per la ricerca di travolti in valanga (ARTVa)
2022 Alzati, A; Rossi, M; Turrini, C
Embedding the Picard group inside the class group: the case of Q -factorial complete toric varieties
2021 Rossi, M; Terracini, L
Embedding non-projective Mori dream space
2020 Rossi, M
Fibration and classification of smooth projective toric varieties of low Picard number
2020 Rossi, M; Terracini, L
Toric varieties and Gröbner bases: the complete Q -factorial case
2020 Rossi, M; Terracini, L
A Batyrev type classification of ℚ-factorial projective toric varieties
2019 Rossi, M; Terracini, L
A Q-factorial complete toric variety with Picard number 2 is projective
2018 Rossi, M; Terracini, L
Erratum to: A Q-factorial complete toric variety is a quotient of a poly weighted space (Annali di Matematica Pura ed Applicata, (2017), 196, 1, (325-347), 10.1007/s10231-016-0574-7)
2018 Rossi, M; Terracini, L
A numerical ampleness criterion via Gale duality
2017 Rossi, M; Terracini, L
A Q -factorial complete toric variety is a quotient of a poly weighted space
2017 Rossi, M; Terracini, L
A Small and Non-simple Geometric Transition
2017 Rossi, M
Z-linear Gale duality and poly weighted spaces (PWS)
2016 Rossi, M; Terracini, L
Deforming geometric transitions
2015 Rossi, M
MAPLE subroutines for computing Milnor and Tyurina numbers of hypersurface singularities with application to Arnol'd adjacencies
2015 Rossi, M; Terracini, L
Recensione a: Kato Kazuya, Nakayama Chikara, Usui Sampei "Classifying spaces of degenerating mixed Hodge structures, III: spaces of nilpotent orbits" J. Algebraic Geom. 22 (2013), no. 4, 671--772
2014 Rossi, M
Recensione a: Markushevich D. "Integrable systems from intermediate Jacobians of 5-folds" Mat. Contemp. 41 (2012), 49--60
2014 Rossi, M
Recensione a:Kotschick D., Schreieder S. "The Hodge ring of Kähler manifolds" Compos. Math. 149 (2013), no. 4, 637--657
2014 Rossi, M
Recensione a Doran, Charles F.; Garavuso, Richard S. Hori-Vafa mirror periods, Picard-Fuchs equations, and Berglund-Hübsch-Krawitz duality. J. High Energy Phys. 2011, no. 10, 128
2013 Rossi, M