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Getz, Jayce Robert - Department of Mathematics and Statistics, McGill University
A GENERALIZATION OF A THEOREM OF RANKIN AND SWINNERTON-DYER ON ZEROS OF MODULAR FORMS
SYSTEMS OF ORTHOGONAL POLYNOMIALS ARISING FROM THE MODULAR j-FUNCTION
MATH 726 --AUTOMORPHIC REPRESENTATIONS COURSE NOTES
INTERSECTION NUMBERS OF HECKE CYCLES ON HILBERT MODULAR VARIETIES
PARTITION IDENTITIES AND A THEOREM OF ZAGIER Jayce Getz and Karl Mahlburg
TWISTED RELATIVE TRACE FORMULAE WITH A VIEW TOWARDS UNITARY GROUPS
Hilbert Modular Forms with Coefficients in Intersection Homology and
AN APPROACH TO NONSOLVABLE BASE CHANGE AND DESCENT JAYCE R. GETZ
TWISTED RELATIVE TRACE FORMULAE WITH A VIEW TOWARDS UNITARY GROUPS
