教育背景
2015–2019 PhD in Mathematics, The University of Waikato.
Thesis: Iwasawa theory over solvable three-dimensional p-adic Lie extensions. Advisor: Daniel Delbourgo
2014–2015 BSc(Hons) in Mathematics, First Class Honours,
The University of Waikato.
Thesis: Zeroes of 5-adic and 7-adic L-functions over cubic fields
Advisor: Daniel Delbourgo
2011–2013 BSc in Mathematics, The University of Waikato.
工作经历
2019—Now SYSU(Zhuhai), postdoc.
联系邮箱
科研兴趣
I am interested in Algebraic Number Theory.
More particularly, Iwasawa Theory and related topics.
科研论文
7. Classification of four-dimensional p-adic Lie groups, in preparation.
6. Construction of certain totally real fields, in preparation.
5. Computing Iwasawa λ-invariants of Q(μl) , with D. Delbourgo, in preparation.
4. Some congruences over GL2 (Fp )-extensions, preprint.
3. On the solvability of regular subgroups in the holomorph of a finite solvable group, with C. Tsang, Submitted, arXiv: 1901.10636.
2. K1 congruences for three-dimensional Lie groups, with D. Delbourgo, Annales mathématiques du Québec, 43(1), 2019, pp 161–211.
1. On λ-invariants attached to cyclic cubic number fields, with D. Delbourgo, LMS Journal of Computation and Mathematics, 18(1), 2015, pp 684–698.
