View PDF Version

Curriculum Vitae

Education

London School of Geometry and Number Theory (University College, London): PhD (2022–2026).

• Supervisors: Vladimir Dokchitser (UCL, primary), David Burns (KCL, secondary).

Churchill College, University of Cambridge: BA (2018–2021); MMath (2021–2022).

• Part III essay: 'Deforming Galois Representations', advised by Jack Thorne.

Pre-prints & publications

• Wild conductor exponents of trigonal and tetragonal curves, September 2024 (arXiv)
• Evidence for and against Zauner's MUB conjecture in C^6 (with Gary McConnell and Afaq Tahir), Quantum Inf. Comput. 21 (2021): 721-736. (pdf)

Other research

Stark units over real quadratic fields (July–September 2021 & 2022):

With Gary McConnell (ICL). We investigate links between explicit class field theory for real quadratic fields and so-called ‘SIC-POVM’s arising from quantum information theory.

Organisation

• Co-organiser, London Junior Number Theory Seminar 2023/24
• Chair, LSGNT Student-Staff Liaison Committee 2022/23

Talks

• Wild conductor exponents of trigonal and tetragonal curves, Y-RANT VI, University of Oxford, 31 July 2024
• Class field theory and global function fields, UCL study group, 18 July 2024
• The BSD conjecture over function fields, London Number Theory Study Group, University College, London, 31 January 2024
• Motivic pieces of curves, Y-RANT V, University of Cambridge, 6 September 2023