
Bio
I am a Staff Mathematician in the Multiscale Methods and Dynamics Group at 91°µÍø. My research interest includes numerical optimization, surrogate modeling, and numerical schemes for various partial differential equations in kinetic theory. My work focuses on the development of mathematical tools that accelerate simulation of multiscale systems while preserving the structure of the multiscale phenomena.
I received my Ph.D. degree in Electrical and Computer Engineering from University of Maryland College Park in 2016. Before joining ORNL, he was a postdoctoral research associate at the Mathematics department in University of Tennessee Knoxville.
Publications
May 2024
Journal: Numerical Linear Algebra with Applications
September 2023
Conference Paper
March 2023
Time-dependent SOLPS-ITER simulations of the tokamak plasma boundary for model predictive control…
Journal: Nuclear Fusion
March 2023
Journal: Communications in Mathematical Sciences