Giorgio Young
NSF Postdoctoral Fellow
Department of Mathematics
University of Wisconsin

Contact Information
Office: 522, Van Vleck Hall
E-mail: gfyoung (at) wisc (dot) edu
Mailing address: 480 Lincoln Dr, Madison, WI 53706

I am currently an NSF Postdoctoral Fellow and Van Vleck Assistant Professor at the University of Wisconsin. Previously, I was an NSF postdoctoral fellow at the University of Michigan. I received my PhD from Rice University, where my advisor was Milivoje Lukić.

Research Interests
Quantum dynamics, spectral theory of discrete and continuous Schrödinger operators, integrable PDE.

Papers
Optimal dispersion for discrete periodic Schrödinger operators (with D. Damanik, J. Fillman ) [arXiv]

Rigorous methods for Bohr-Sommerfeld quantization rules (with J. Dong, P. D. Miller ) [arXiv]

A Weyl matrix perspective on unbounded non-self-adjoint Jacobi matrices (with B. Eichinger, M. Lukić ) Complex Anal. Oper. Theory (2025), [arXiv]

What is ballistic transport? (with D. Damanik, T. Malinovitch) J. Spectr. Theory (2024), [arXiv]

Directional ballistic transport for partially periodic Schrödinger operators (with A. Black, D. Damanik, T. Malinovitch ) [arXiv]

Ballistic transport for limit-periodic Schrödinger operators in one dimension J. Spectr. Theory 13 (2023), 451-489 [arXiv]

Asymptotics of Chebyshev rational functions with respect to subsets of the real line (with B. Eichinger, M. Lukić) Constr. Approx. 59 (3), 541-581 [arXiv]

Orthogonal rational functions with real poles, root asymptotics, and GMP matrices (with B. Eichinger, M. Lukić) Trans. Amer. Math. Soc. Ser. B 10 (2023), 1-47 [arXiv]

Uniqueness of solutions of the KdV-hierarchy via Dubrovin-type flows (with M. Lukić) J. Funct. Anal. 279 (2020), 108705 [arXiv]

Teaching
Math 340-Elementary Matrix and Linear Algebra (Instructor, 2 sections)-Fall 2025- University of Wisconsin

Math 419- Linear Spaces and Matrix Theory (Instructor, 2 sections)- Fall 2024- University of Michigan

Math 217- Linear Algebra (Instructor, 2 sections)- Spring 2023- University of Michigan

Math 115- Calculus 1 (Instructor, 2 sections)- Fall 2022- University of Michigan

Math 212 - Multivariable Calculus (Instructor) - Fall 2019- Rice University

Math 212 - Multivariable Calculus (Instructor) - Summer 2019- Rice University