Brian Choi is an Assistant Professor (non-tenure) in the Department of Mathematical Sciences at the United States Military Academy. He was affilated with the Center for Data Analysis and Statistics in 2023-2025 as a civilian deputy director. He worked with Alejandro Aceves as a RTG postdoctoral fellow at the Department of Mathematics Southern Methodist University, Dallas, TX, USA. He graduated from Boston University in 2020 where he did his PhD in mathematics under the supervision of Mark Kon. His research areas are harmonic analysis, numerical analysis, and partial differential equations, lying at the intersection of pure and applied mathematics.
Email: choigh(at)bu.edu
LinkedIn: LinkedIn
Curriculum Vitae: CV
Google scholar: https://scholar.google.com/citations?user=HFJ6fiUAAAAJ&hl=en
Education:
Boston University (2020): PhD Mathematics (Thesis under Mark Kon: Weighted Fourier Analysis and Dispersive Equations)
Boston College Honors Program (2014): Mathematics major, Physics minor, Sally award (awarded to the top graduating math major) (Thesis under Dubi Kelmer: Algebraic Approach to Quantum Systems Using Finite Group Representation)
Research Interests: Partial Differential Equations, Harmonic Analysis, Uncertainty Quantification, Probability, Dynamical Systems, Numerical Analysis.
Goals: Do high-quality research in mathematics with applications in physical sciences and computing. Teach/train students from a wide background, emphasizing not only the mathematics but also their character developments, critical thinking abilities, and leadership skills.
Papers: See CV.
Teaching:
USMA (August 2023 - Present): MATH205 (Multivariable Calculus), MA365 (Advanced engineering math)
Southern Methodist University (January 2021 - June 2023): MATH1337 (Calculus 1), MATH1338 (Calculus 2), MATH3302 (Calculus 3) STAT2331 (Intro to Stats)
Boston College (September 2020 - December 2020): MATH1004 (Intro to Probability)
Boston University (September 2014 - May 2020): MA569 (Operations research), MA511 (Analysis I), MA411 (Advanced Calculus), MA226 (Differential Equations), MA123-124 (Calculus I-II), EK102 (Linear Algebra for Engineers)