Richard Moy
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My research interests mostly lie in the area of algebraic number theory with particular interest in understanding and computing Hilbert modular forms. I also have interests in various areas of discrete mathematics.
Publications
The papers below may also be found on the
arXiv
.
Shabat Polynomials and Monodromy Groups of Trees Uniquely Determined by their Passport.
(with N. Cameron, M. Kemp, S. Maslak, G. Melamed, J. Pham, and A. Wei) Submitted for publication.
On the Galois Group over ℚ of a Truncated Binomial Expansion.
(with M. Filaseta) Accepted in
Colloquium Mathematicum
.
Stanley Sequences with Odd Character.
Accepted in the
Journal of Combinatorics
.
Characters of Independent Stanley Sequences.
(with M. Sawhney and D. Stoner)
European Journal of Combinatorics
70 (2018), 354–363.
Novel Structures in Stanley Sequences.
(with D. Rolnick)
Discrete Mathematics
339 (2016), no. 2, 689–698.
There Exist Non-CM Hilbert Modular Forms of Partial Weight 1.
(with
J. Specter
)
International Mathematics Research Notices
(2015), no. 24, 13047–13061.
Congruences for Ramanujan's ƒ and ω Functions via Generalized Borcherds Products.
(with
J. Berg
,
A. Castillo
,
R. Grizzard
,
V. Kala
, and C. Wang)
The Ramanujan Journal
35 (2014), no. 2, 327–338.
Congruences Among Power Series Coefficients of Modular Forms.
International Journal of Number Theory
9 (2013), no. 6, 1447–1474.
On the Growth of the Counting Function of Stanley Sequences.
Discrete Mathematics
311 (2011), no. 7, 560–562.