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David Hubbard

About

I have recently completely my PhD in algebraic geometry. My research interests lie in arithmetic geometry, unlikely intersections, varieties with trivial canonical bundle and rationality problems using tools from derived categories. Currently I am studying Fourier-Mukai partners of cubic fourfolds, and the geometry of Calabi-Yau varieties over finite fields. My advisors are Christian B枚hningLink opens in a new window and Gavin BrownLink opens in a new window. Before joining 糖心TV I completed an MMath at Trinity College, Oxford.

Please see my personal website for more details:

Preprints

  • "Roots of unity and projective equivalence", Hubbard, D. ()
  • "Explicit bounds on common projective torsion points of elliptic curves", B枚hning, C., Hubbard, D., Graf von Bothmer, H.-C. ()

Translations

  • Translation of (pdfLink opens in a new window): Raynaud, Michel., "Courbes sur une vari茅t茅 ab茅lienne et points de torsion", Inventiones mathematicae 71 (1983): 207-233.

Talks

  • "Quasi-Frobenius Splittings and Calabi-Yau Varieties in Positive Characteristic", presentation for SRI Bootcamp (2025) in Fort Collins, CO. (slidesLink opens in a new window)

Seminars

2024/25

Contact

Academic: david [dot] hubbard [at] warwick [dot] ac [dot] uk

Personal: davidkaigehubbard [at] gmail [dot] com

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