@article{UBHD-68799966,
  author={Battistella, Luca and Nabijou, Navid and Ranganathan, Dhruv},
  title={Curve counting in genus one},
  subtitle={elliptic singularities and relative geometry},
  year={2021},
  pages={637-679},
  language={eng},
  issn={2313-1691},
  volume={8},
  number={6},
  note={Gesehen am 10.11.2021},
  journal={Algebraic geometry},
  doi={10.14231/AG-2021-020},
}
@incollection{UBHD-68970383,
  author={Battistella, Luca and Carocci, Francesca},
  title={A geographical study of M̄2(P2,4)main},
  edition={Version v2},
  year={2021},
  pages={1-22},
  language={eng},
  note={Im Titel wird M mit einem Oberstrich dargestellt, "2" bei M2 tiefgestellt, bei P2 hochgestellt, "main" ebensfalls hochgestellt ; Version 1 vom 29. Oktober 2020, Version 2 vom 19. November 2021 ; Gesehen am 05.10.2022},
  booktitle={De.arxiv.org},
  doi={10.48550/arXiv.2010.15799},
}
@article{UBHD-68999629,
  author={Battistella, Luca and Carocci, Francesca},
  title={A geographical study of M̄2(P2,4)main},
  year={2022},
  pages={463-480},
  language={eng},
  issn={1615-7168},
  volume={22},
  number={4 vom: Okt.},
  note={Gesehen am 20.12.2022 ; Die 2 in M̄2 ist tiefgestellt, die 2 in P2 ist hochgestellt, main ist hochgestellt ; Die DOI ist fehlerhaft},
  journal={Advances in geometry},
  doi={10.1515/advgeom-2022-0017},
}
@incollection{UBHD-68974245,
  author={Battistella, Luca and Nabijou, Navid and Ranganathan, Dhruv},
  title={Gromov-Witten theory via roots and logarithms},
  edition={Version v2},
  year={2022},
  pages={1-35},
  language={eng},
  note={Version 1 vom 31 M{\"a}rz 2022, Version 2 vom 23 Juni 2022 ; Gesehen am 14.10.2022},
  booktitle={De.arxiv.org},
  doi={10.48550/arXiv.2203.17224},
}
@incollection{UBHD-68969844,
  author={Battistella, Luca and Nabijou, Navid and Tseng, Hsian-Hua and You, Fenglong},
  title={The local-orbifold correspondence for simple normal crossings pairs},
  year={2021},
  pages={1-14},
  language={eng},
  note={Artikelversion v3 vom 22. Februar 2022 ; Gesehen am 09.01.2024},
  booktitle={De.arxiv.org},
  doi={10.48550/arXiv.2103.09299},
}
@article{UBHD-69000009,
  author={Battistella, Luca},
  title={Modular compactifications of M2,n with Gorenstein curves},
  year={2022},
  pages={1547-1587},
  language={eng},
  issn={1944-7833},
  volume={16},
  number={7},
  note={Gesehen am 21.12.2022 ; Im Titel ist "2,n" nach mu tiefgestellt},
  journal={Algebra & number theory},
  doi={10.2140/ant.2022.16.1547},
}
@article{UBHD-68665905,
  author={Battistella, Luca and Carocci, Francesca and Manolache, Cristina},
  title={Reduced invariants from cuspidal maps},
  year={2020},
  pages={6713-6756},
  language={eng},
  issn={1088-6850},
  volume={373},
  number={9},
  note={Gesehen am 26.11.2020},
  journal={Transactions of the American Mathematical Society},
  doi={10.1090/tran/8141},
}
@article{UBHD-68776536,
  author={Battistella, Luca and Nabijou, Navid},
  title={Relative quasimaps and mirror formulae},
  year={2021},
  pages={7885-7931},
  language={eng},
  issn={1687-0247},
  number={10},
  note={Gesehen am 04.09.2021 ; Advance access publication January 22, 2020},
  journal={International mathematics research notices},
  doi={10.1093/imrn/rnz339},
}
@incollection{UBHD-68970802,
  author={Battistella, Luca and Carocci, Francesca},
  title={A smooth compactification of the space of genus two curves in projective space},
  subtitle={via logarithmic geometry and Gorenstein curves},
  edition={Version v3},
  year={2021},
  pages={1-59},
  language={eng},
  note={Version 1 vom 31. August 2020, Version 2 vom 30. Oktober 2020, Version 3 vom 10. September 2021 ; Gesehen am 06.10.2022},
  booktitle={De.arxiv.org},
  doi={10.48550/arXiv.2008.13506},
}
@article{UBHD-68739668,
  author={Battistella, Luca and Carocci, Francesca and Manolache, Cristina},
  title={Virtual classes for the working mathematician},
  year={2020},
  pages={38 S.},
  language={eng},
  issn={1815-0659},
  volume={16},
  number={Artikel-ID 026},
  note={Gesehen am 19.05.2021},
  journal={Symmetry, integrability and geometry: methods and applications},
  doi={10.3842/SIGMA.2020.026},
}