My profiles on: arXiv, orcid, Google scholar

Papers and preprints:

16. 2-Gorenstein stable surfaces with K_X^2=1 and chi(X)=3 (with Marco Franciosi, Rita Pardini, Sönke Rollenske), submitted
    arXiv
15. Half canonical rings of Gorenstein spin curves of genus two (with Marco Franciosi, Rita Pardini, Sönke Rollenske), submitted
    arXiv
14. Deformations of half-canonical Gorenstein curves in codimension four (with Patience Ablett), Journal of Symbolic Computation, 121, (2024), 102251
    journal version, arXiv
13. Degeneration of Hodge structures on I-surfaces (with Marco Franciosi, Rita Pardini, Sönke Rollenske), submitted
    arXiv
12. Cubic hypersurfaces, associated discriminants and low degree nodal surfaces Part 2 of Varieties of Nodal surfaces, coding theory and Discriminants of cubic hypersurfaces (with Fabrizio Catanese, Yonghwa Cho, Davide Frapporti, Alessandro Verra, Michael Kiermaier), submitted
    arXiv
11. Simple fibrations in (1,2)-surfaces (with Roberto Pignatelli), Forum of Mathematics, Sigma, Volume 11, 2023, e43
    arXiv, journal version
10. On T-divisors and intersections in M_1,3 (with Marco Franciosi, Rita Pardini, Julie Rana, Sönke Rollenske), Journal of the London Mathematical Society, 107, 2023 750--776
    arXiv, journal version
9. Constructing Fano 3-folds from cluster varieties of rank 2 (with Tom Ducat), Compositio Mathematica 156 (2020) 1873--1914
   arXiv, journal version, Bigtables codim 4, codim 5
8. On Z/3-Godeaux surfaces (with Giancarlo Urzúa), International Mathematics Research Notices, 2018, no. 18, 5609--5637
   arXiv, journal version
7. Arithmetically Gorenstein Calabi--Yau threefolds in P^7 (with Łukasz Gołębiowski, Grzegorz Kapustka, Michał Kapustka), Electron.Res. Announc. Math. Sci. 23 (2016), 52--68
   arXiv, journal version
6. Smoothing cones over K3 surfaces (with Taro Sano), Épijournal de Géométrie Algébrique, 2 (2018)
   arXiv, journal version
5. K3 transitions and canonical 3-folds, Bull. London Math. Soc., 50 (2018): 583--597
   arXiv, journal version, supporting material (zip)
4. Enumerating exceptional collections of line bundles on some surfaces of general type, Documenta Mathematica 20 (2015) 1255--1291
   arXiv, journal version, supporting material (zip)
3. Kulikov surfaces form a connected component of the moduli space (with Tz On Mario Chan), Nagoya Math. J. 210 (2013), 1--27
   arXiv, journal version
2. Extending hyperelliptic K3 surfaces, and Godeaux surfaces with torsion Z/2 J. Korean Math. Soc. 53 (2016), No. 4, 869--893
   arXiv, journal version
1. Extending symmetric determinantal quartic surfaces, Geom. Dedicata 172 (2014), 155--177
   arXiv, journal version
0. Key varieties for surfaces of general type, University of Warwick PhD thesis, vi + 81pp, 2009
   repository link