Math @ Duke

Research Interests for Jayce R. Getz
Research Interests: Number theory
Automorphic representations and arithmetic geometry.  Keywords:
 Algebraic cycles, arithmetic geometry, automorphic representations, number theory, Number theory, Shimura varieties, Trace formulas
 Areas of Interest:
Limits of trace formulae Relative trace formulae Shimura varieties
 Recent Publications
 Getz, JR, A summation formula for the RankinSelberg monoid and a nonabelian trace formula,
American Journal of Mathematics, vol. 142 no. 5
(October, 2020),
pp. 13711407 [doi] [abs]
 Getz, JR; Liu, B, A refined Poisson summation formula for certain BravermanKazhdan spaces,
Science China Mathematics
(January, 2020) [doi] [abs]
 Getz, JR; Liu, B, A summation formula for triples of quadratic spaces,
Advances in Mathematics, vol. 347
(April, 2019),
pp. 150191 [doi] [abs]
 Getz, JR, Secondary terms in asymptotics for the number of zeros of quadratic forms over number fields,
Journal of the London Mathematical Society, vol. 98 no. 2
(October, 2018),
pp. 275305, WILEY [doi] [abs]
 Getz, JR, Nonabelian fourier transforms for spherical representations,
Pacific Journal of Mathematics, vol. 294 no. 2
(January, 2018),
pp. 351373, Mathematical Sciences Publishers [doi] [abs]


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Mathematics Department
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