Heejin Lee 이희진 Ph.D.

Email : lee4485(at)purdue(dot)edu

I am a Golomb Visiting Assistant Professor at Purdue University in Mathematics, working with my mentor Isaac Harris. I graduated with Ph.D. in Mathematics from Rutgers University, New Brunswick in 2022 under the supervision of Fioralba Cakoni. My research interests include inverse problems and partial differential equations.

Publications

F. Cakoni, H. Lee, P. Monk and Y. Zhang, A Spectral Target Signature for Thin Surfaces with Higher Order Jump Conditions, Inverse Problems and Imaging, 2022, 16(6): 1473-1500. doi: 10.3934/ipi.2022020
G. Granados, I. Harris and H. Lee, Reconstruction of extended regions in EIT with a generalized Robin transmission condition, Communications on Analysis & Computation, doi: 10.3934/cac.2023017 (2023)
H. Lee, Reconstruction of the Shape and Boundary Condition in Inverse Scattering for an Obstacle with Partial Generalized Impedance Boundary (to be submitted).
I. Harris and H. Lee, Sampling Method for recovering buried corroded type boundaries in EIT (Under Preparation).

Presentations

Spectral Theory and Applications at Texas A&M University, College Station, TX; Oct 13-15, 2023
Minisymposium at The 8th Annual Meeting of SIAM Central States Section, University of Nebraska-Lincoln, Lincoln NE; Oct 7-8 2023
Advances in Partial Differential Equations and Applications at 2023 AWM Research Symposium, Clark Atlanta University, Atlanta, GA; Sep 30-Oct 2, 2023
MAS Session at UKC 2023, Dallas, TX; Aug 2-5, 2023
The seventh Great Lakes Mathematical Physics Meeting, Oberlin College, Oberlin, OH; Jun 9-11, 2023
Special Session on Integral Equations and Applications at JMM 2023, Boston, MA; Jan 4-7, 2023
Spectral and Scattering Theory Seminar, Purdue University, IN; Nov 7, 2022
Mini-symposium on Inverse Problems for PDEs at the 7th Annual Meeting of SIAM Central States Section, Oklahoma State University, OK; Oct 1-2, 2022
Women in Analysis Research Network at 2022 AWM Research Symposium, University of Minnesota, MN; Jun 17-19, 2022

Teaching at Purdue University

Spring 2024: MA26600 Ordinary Differential Equations
Fall 2023: MA30300 Differential Equations And Partial Differential Equations For Engineering And The Sciences
Spring 2023: MA26600 Ordinary Differential Equations
Fall 2022: MA26600 Ordinary Differential Equations

Teaching at Rutgers University

Instructor

- Summer 2020: Elementary Differential Equations

Teaching Assistant

- Fall 2020: Elementary Differential Equations
- Spring 2020: Introduction to Real Analysis I
- Spring 2019: Calculus I and II for the Mathematical and Physical Sciences
- Fall 2018: Advanced Calculus for Engineering
- Spring 2018: Advanced Calculus for Engineering
- Fall 2017: Calculus II for the Mathematical and Physical Sciences