University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter (550)
Oxford, OX2 6GG
Email : tiago.jardimdafonseca at maths.ox.ac.uk
Office : N2.04
I'm a maths postdoc in the group of Francis Brown at the Mathematical Institute (Oxford). Previously, I did a PhD thesis under the supervision of Jean-Benoît Bost at Université Paris-Sud (Orsay), and I spent a short period at the Max-Planck-Institut für Mathematik (Bonn).
My research area is Arithmetic Geometry. Keywords: periods, modular forms, abelian varieties, moduli spaces, differential equations, algebraic foliations, transcendence, algebraic independence.
- Higher Ramanujan equations and periods of abelian varieties. [arXiv:1807.11044] (Submitted)
- A geometric introduction to transcendence questions on values of modular forms. [Draft] (In preparation) Appendix for the upcoming monograph Modular and Automorphic Forms & beyond: A tale of love and madness by Hossein Movasati.
- On coefficients of Poincare series and single-valued periods of modular forms. [Preprint]
Please, note: the arXiv preprints Higher Ramanujan equations I and II
(arXiv:1612.05081 and arXiv:1703.02954) are outdated; the content of these papers was unified, improved and completed in the above Higher Ramanujan equations and periods of abelian varieties
Other mathematical texts
This year I'm teaching at Hertford College