Chamsol Park

Chamsol Park is a J.J. Sylvester Assistant Professor in the Department of Mathematics at Johns Hopkins University, mentored by Professor Christopher D. Sogge. He holds a PhD in Mathematics from the University of New Mexico (2022, supervised by Matthew D. Blair) and a Bachelor's in Mathematics Education from Korea National University of Education.

His research focuses on harmonic analysis and partial differential equations, particularly eigenfunction estimates on compact Riemannian manifolds. Key areas include L^p estimates, oscillatory integral operators, and applications of parametrices like Lax and Hadamard. His work addresses problems such as restriction estimates for curves with nonvanishing geodesic curvatures and Schrödinger eigenfunctions with singular potentials.

Recent articles highlight contributions to resolvent restriction estimates, geometric curvature effects, and parametrix-based analysis. No scientific awards are explicitly listed. No students or grants are mentioned in available texts.