- Fluid Dynamics
- Gas Dynamics
- Kinetic Theory
- +۴ مورد دیگر
Professor Juhi Jang is a mathematician specializing in analysis and partial differential equations (PDEs) with applications to fluid dynamics, gas dynamics, kinetic theory, and astrophysics. She holds the rank of Professor in the Department of Mathematics at the University of Southern California (USC), where she has been since 2020. Prior to this, she served as an Associate Professor at USC (2015–2020) and UC Riverside (2014–2015), and as an Assistant Professor at UC Riverside (2010–2014). Her research focuses on the mathematical analysis of fluid and gas dynamics, singularities in PDEs, and gravitational collapse. Notable contributions include work on the Einstein-Euler system, hydrodynamic limits from kinetic equations, and nonlinear stability of expanding stars. Educationally, Jang earned a B.Sc. (summa cum laude) in Mathematics from Seoul National University (2000), followed by a M.Sc. (2004) and Ph.D. (2007) in Mathematics from Brown University. Her honors include the Frontiers of Science Award (2023), Simons Fellowship (2019–2020), and NSF CAREER grant (2014–2020). She has also organized international summer schools on mathematical fluids and served on editorial boards for journals like SIAM Journal on Mathematical Analysis and Kinetic and Related Models. Her research interests span: fluid dynamics, gas dynamics, kinetic theory, plasma physics, and mathematical physics. Key areas include moving boundary problems in compressible fluids, stability of gravitational systems, and singularity formation in fluid models. She has authored over 50 peer-reviewed articles, with recent work appearing in Annals of PDE , Archive for Rational Mechanics and Analysis , and Inventiones Mathematicae . Jang’s teaching spans graduate courses in PDEs, real analysis, and topology, alongside undergraduate calculus and topology. She has advised numerous graduate students and postdocs, contributing to the training of the next generation of mathematical analysts.











