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Current Research

My broad research interests are in combinatorial optimization and algorithm design for network problems. Currently, I am working with Dr. Alejandro Toriello (website) on dynamic network problems with edge uncertainty.

Previous Work

Click underlined entries for full articles

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  1. “Cuspidal Projections of Products of Eisenstein Series,” Journal of Number Theory, 234, May 2022.

  2. “Convex Bodies and Asymptotic Invariants for Powers of Monomial Ideals,” Journal of Pure and Applied Algebra, 226(10), Oct 2022.

  3. “Stieltjes Interlacing of the Zeros of jn” was published in Canadian Math Bulletin, Jan 2022.

  4. “A Stieltjes Separation Property of Zeros of Eisentein Series,” Kyushu Journal of Mathematics, 76(2), Oct 2022.

  5. “Ambarzumian-type Problems for Discrete Schr​ödinger Operators,” Complex Analysis and Operator Theory, 15(118), 2021.

Conference Talks

  1. "On a Series related to Euler's Totient Function," TX-LA Math Conference, March 25-26 2023, Baton Rouge, LA; poster & slides.

  2. "Zeros and a-values of Zeta Approximations," Palmetto Number Theory Series 34, September 25-26 2022. Charlotte, NC; slides. 

  3. “Cuspidal Projections of Products of Eisenstein Series,” TX-LA Math Conference, March 26-27 2022, Houston, TX; poster & slides.

  4. "Monomials, Convex Bodies, and Optimization," Joint Mathematics Meetings 2021, January 6th 2021, online; poster.

  5. "Inverse Spectral Problems for the Discrete Schrödinger Operator," TX-LA Math Conference, October 31-November 1 2020, online; poster & slides

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