Former graduate students:

•  Keith Rush (PhD, December 16, 2016, Thesis: "Orthogonal polynomials on the unit circle: Steklov problems and weight perturbations"), now at Google.
•  Liban Mohamed (PhD, December 9, 2020, Thesis: "Schrodinger scattering: perturbative theory and Menchov-Rademacher theorem application"), now at MITRE.
•  Michel Alexis (PhD, May 2021, Thesis: "The Steklov problem for orthogonal polynomials on the unit circle and Krein systems generated by an A_2 weights"), postdoc at  McMaster, postdoc at Bonn starting Fall 2023.
• Jaeun Park (PhD, April 29, 2022, Thesis: "The two-dimensional incompressible Euler equation on an infinite cylinder").

Former postdoctoral mentees:

• Trevor Leslie, 2018-2021. Assistant Professor at IIT starting Fall 2023.
• Kyudong Choi, (joint with Alex Kiselev), 2012-2015. Now an Associate Professor at UNIST Math Department, South Korea.
• Jennifer Beichman, 2013-2016. Now a Lecturer (tenure-track) at Smith College, Math Department, USA.

REU mentees and their projects:

• J. Allen, B. Seeger, D. Unger (2010-2011). "On the size of the resonant set for the product of 2x2 matrices, Involve 4 (2011), no.2, 157-166.
•  J. Hoffman, M. Meyer, M. Sardarli, A. Sherman (Summer of 2013). "Maximization of the size of monic polynomials on the unit circle corresponding to the measures in the Steklov class", Involve 8 (2015), no.4, 571-592. 
• Peihan Yu (Spring 2016). "An analog of Salem-Zygmund theorem for polynomials orthogonal on the unit circle", Minnesota Journal of Undergraduate Mathematics, vol. 4, 2018-19, 1-7.
• D. Broga, K. Gasior, P. Saldin, H. Swindell, J. Vineyard (Summer 2023). ''Approximating the uniform norm of polynomials by sampling".
• J. Guse, C. Fraker, M. Norton, B. Schleip (Summer 2024). "Fourier analysis, signal transmission and recovery from incomplete data".