Henri Darmon's Graduate Students
1998. Hassan Daghigh
Modular forms, quaternion algebras, and special values of L-functions.
Current position: Professor, Kashan University, Iran
2000. Ignazio Longhi
Non-archimedean integration and
special values of L-functions for elliptic curves over
Current position: Professor, Xian-Jiaotong-Liverpool University, Suzhou.
2001. Dominic Lemelin
Mazur-Tate type conjectures for elliptic curves defined over quadratic imaginary fields
Current position: Teacher, CEGEP Marianopolis
2002. Lassina Dembélé
Explicit computations of Hilbert modular forms on Q(5)
Current position: Assistant Professor, University of Warwick
2005. Isabelle Déchène
Generalized jacobians in cryptography
Current position: Assistant Professor, University of Ottawa (now deceased).
2006. Matt Greenberg
Heegner points and rigid analytic modular forms
Current position: Associate Professor, University of Calgary.
2007. Hugo Chapdelaine
Elliptic units in ray class fields of real quadratic number fields
Current position: Associate Professor, Université Laval
2008. Shahab Shahabi.
p-adic deformation of Shintani cycles
Current position: Teacher, CEGEP Dawson
2010. Marc Masdeu.
CM cycles on varieties fibered over Shimura curves and p-adic L-functions.
Current position: Associate Professor, Universitat Autonoma de Barcelona.
2011. Yu Zhao.
The Birch and Swinnerton-Dyer conjecture for Q-curves
Current position: Teacher, CEGEP John Abbott
2011. Cameron Franc.
Nearly rigid analytic modular forms
and their values at CM points
Current position: Assistant Professor, University of Saskatchewan
2013. Francesc Castella.
On the p-adic variation of Heegner points.
Current position: Hedrick Assistant Professor, UCLA. Now
visiting Princeton Unversity.
2014. Luiz Takei.
Arithmetic aspects of triangle groups.
Current position: Teacher, CEGEP Dawson
2014. Luca Candelori.
Metaplectic stacks and vector-valued modular forms of half-integral weight.
Current position: Postdoctoral fellow, Lousiana State University (Baton Rouge)
2014. Clément Gomez.
On Mazur-Tate type conjectures for quadratic imaginary fields and elliptic
Current position: French government
2015. Yara Elias.
The Euler system of generalized Heegner cycles.
Current position: Postdoctoral fellow, Max Plank Institute, Bonn and
2015. Juan Restrepo.
Stark-Heegner points attached to Cartan non-split curves
Current position: Private sector, California.
Bahare Mirza, in progress.
Bruno Joyal, in progress.
Nicolas Simard, in progress.
Michele Fornea, in progress.
Manal Al-Zahrani, in progress.
James Rickards, in progress.
David Lilienfeldt, in progress.
Involvement with PhD Students at other institutions
2004. Samit Dasgupta. (PhD, Berkeley, under the supervision of Kenneth Ribet.)
Gross-Stark units, Stark-Heegner points,
and class fields of real quadratic fields
Current position: Professor, University of California, Santa Cruz.
1996. Nicholas Arsenault.
The class groups of arithmetically equivalent algebras
Current position: Teacher, College de Maisonneuve.
1996. Steve Thiboutot
Courbes elliptiques, représentations galoisiennes, et l'équation
Current position: Teacher, College de Maisonneuve. (Deceased).
1999. Isabelle Dechene
Quaternion Algebras and the graph method for elliptic curves
Current position: Assistant professor, University of Ottawa. (Deceased).
1999. Jody Esmonde
Parametric solutions to the generalized Fermat equation
Associate Professor and Associate Chair, Graduate Studies,
Department of Curriculum, Teaching, and Learning at Ontario Institute for
Studies in Education, University of Toronto.
2000. Ian Stewart
The rigidity method and applications
GMAT Instructor, GMATiX, London.
2001. Colin Stewart
Universal deformations, rigidity, and Ihara's cocycle
Associate professor with tenure, Department of economics, University of
2004. Antoine Gournay
Heegner points on elliptic curves of conductor
less than 3000
Here is the Heegner points Package that
Gournay wrote to do the calculations in his thesis.
Post-doc, Insitute of Geometry, Department of Mathematics, T.U. Dresden.
2008. Jérome Grand'Maison
Determining the zeta function of curves via p-adic cohomology and
2009. Gabriel Gauthier-Shalom
The Birch and Swinnnerton-Dyer conjecture for the Mazur-Kitagawa
p-adic L-function in the presence of an exceptional zero
PhD student, University of Waterloo.
2010. Luca Candelori.
Towards a p-adic theory of harmonic weak Maass forms
Postdoc, Louisiana State University.
2010. James Leahy.
An Introduction to Tate's Thesis
Assistant Professor, University of Southern Califonria, Dornsife.
2012. Reza Sadoughian.
Rankin L-functions and the Birch and Swinnerton-Dyer conjecture
PhD Student, UBC
2014. Nicolas Simard.
The Mazur-Tate pairing and explicit homomorphisms between Mordell-Weil groups of elliptic curves and ideal class groups
PhD Student, McGill
2014. Francois Seguin.
Numerical verification of a "Birch and Swinnerton-Dyer type" conjecture.
PhD Student, Queens University
2017. Hao (Billy) Lee.
Irregular weight one points with dihedral image.
PhD Student, University of Chicago.
2017. Ervin Thiagalingam, AbD.