Haesung Lee

collaborators

2 papers

math.AP2026

Well-posedness of linear elliptic equations with $L^{d}$ -drifts under divergence-type conditions

Haesung Lee

We establish the well-posedness of linear elliptic equations with critical-order drifts in $L^{d}$ and positive zero-order coefficients in $L^{1}$ or $L^{\frac{2 d}{d + 2}}$ , where classi…

math.AP2026

Resolvent approaches to elliptic regularity in stationary Fokker-Planck equations

Haesung Lee

This paper investigates the local regularity of solutions to stationary Fokker-Planck equations on an open set $U \subset R^{d}$ with $d \geq 2$ . A central objective is to r…

Well-posedness of linear elliptic equations with Ld-drifts under divergence-type conditions

Resolvent approaches to elliptic regularity in stationary Fokker-Planck equations

Well-posedness of linear elliptic equations with $L^{d}$ -drifts under divergence-type conditions