*E-mail:* olivia (dot) dorothea (dot) beckwith (at) emory (dot) edu

*Office:* N404, Math and Science Center

Hey, I'm Olivia! I'm a fourth year graduate student at Emory, where I'm studying number theory with Ken Ono as my adviser. My interests include modular forms, partitions, elliptic curves, and L-functions. I'm also interested in connections between partition theory and other fields, and work with the Kindt Research Group in the Department of Chemistry, with my number theory colleague Robert Schneider. I have an NSF Graduate Fellowship. I got my bachelor's degree from Harvey Mudd College in 2013. I also enjoy teaching and outreach, and am the coordinator for Emory Math Circle's High School program.

My cv is here.

- Indivisibility of class numbers of imaginary quadratic fields. In preparation.
- Bounds for special values of shifted convolution Dirichlet series. Accepted by
*Proceedings of the AMS*. - On the number of parts of integer partitions lying in given residue classes (with Michael Mertens). Accepted by
*Annals of Combinatorics*. - The Number of Parts in Certain Residue Classes of Integer Partitions (with Michael Mertens). Accepted by
*Research in Number Theory*. - Multiplicative Properties of the Number of k-Regular Partitions (with Christine Bessenrodt). Accepted by
*Annals of Combinatorics*. - The Average Gap Distribution for Generalized Zeckendorf Decompositions (with Amanda Bower, Louis Gaudet, Rachel Insoft, Shiyu Li, Steven J. Miller, Philip Tosteson).
*The Fibonacci Quarterly*(**51**(2013), 13--27) - Minkowski length of 3D lattice polytopes (with Matt Grimm, Jenya Soprunova, Bradley Weaver).
*Journal of Discrete and Computational Geometry.***48**, Issue 4 (2012), 1137-1158. - Distribution of eigenvalues of weighted, structured matrix ensembles (with Victor Luo, Steven J. Miller, Karen Shen, Nicholas Triantafillou), Integers: Electronic Journal of Combinatorial Number Theory
**15**(2015). - Generalized Ramanujan Primes (with Nadine Amersi, Steven J. Miller, Ryan Ronan, Jonathan Sondow), Combinatorial and Additive Number Theory, CANT 2011 and 2012, Springer Proceedings in Mathematics and Statistics (2014), 1-13.
- Generalized Ramanujan Primes. In: Ramanujan 125, Gainesville, Florida.
- Multiplicative properties of the number of k-regular partitions. In: University of Florida Number Theory Seminar, Fall 2014.
- Multiplicative properties of the number of k-regular partitions. In: Pennsylvania State University Partitions Seminar, Fall 2014.
- Multiplicative properties of the number of k-regular partitions. In: Joint Math Meetings 2015, San Antonio, Texas.
- The Number of Parts of Integer Partitions in Certain Residue Classes. In: Pennsylvania State University Partitions Seminar, Fall 2015.
- The Number of Parts of Integer Partitions in Certain Residue Classes. In: The International Conference on Number Theory & Algebraic Geometry, SASTRA University, Kumbakonam, India, December 2015.
- The Number of Parts of Partitions in Given Residue Classes. In: AMS southeast sectional meeting in experimental mathematics, Athens, Georgia, March 2016.