2020 2021 FMabelian A note on Fourier-Mukai partners of abelian varieties over positive charateristic fields Li, Zhiyuan, and Zou, Haitao To appear in Kyoto Jounral of Mathematics 2021 arXiv Bib PDF @article{LZ21a, abbr = {FMabelian}, bibtex_show = {true}, title = {A note on Fourier-Mukai partners of abelian varieties over positive charateristic fields}, author = {Li, Zhiyuan and Zou, Haitao}, year = {2021}, journal = {To appear in Kyoto Jounral of Mathematics}, arxiv = {2107.05404}, eprint = {2107.05404}, archiveprefix = {arXiv}, primaryclass = {math.AG}, selected = {true}, pdf = {FMabelian.pdf} } OG6 Supersingular O’Grady varieties of dimension six Fu, Lie, Li, Zhiyuan, and Zou, Haitao International Mathematics Research Notices 2021 Bib DOI PDF @article{Fu_2021, abbr = {OG6}, bibtex_show = {true}, title = {Supersingular O’Grady varieties of dimension six}, issn = {1687-0247}, url = {http://dx.doi.org/10.1093/imrn/rnaa349}, doi = {10.1093/imrn/rnaa349}, journal = {International Mathematics Research Notices}, publisher = {Oxford University Press (OUP)}, author = {Fu, Lie and Li, Zhiyuan and Zou, Haitao}, year = {2021}, month = feb, selected = {true}, pdf = {OG6.pdf} } derivedisog Derived isogenies and isogenies for abelian surfaces Li, Zhiyuan, and Zou, Haitao 2021 arXiv Bib PDF @article{LZ21b, abbr = {derivedisog}, bibtex_show = {true}, title = {Derived isogenies and isogenies for abelian surfaces}, author = {Li, Zhiyuan and Zou, Haitao}, arxiv = {arXiv:2108.08710}, year = {2021}, selected = {true}, pdf = {derivedisog3.pdf} } 2022 shafarevich Unpolarized Shafarevich conjectures for hyper-K\"ahler varieties Fu, Lie, Li, Zhiyuan, Takamatsu, Teppei, and Zou, Haitao 2022 arXiv Bib PDF @article{FLTZ22, abbr = {shafarevich}, bibtex_show = {true}, title = {Unpolarized Shafarevich conjectures for hyper-K\"ahler varieties}, author = {Fu, Lie and Li, Zhiyuan and Takamatsu, Teppei and Zou, Haitao}, arxiv = {arXiv:2203.10391}, year = {2022}, selected = {true}, pdf = {shafarevich.pdf} }