Conghan Dong is an Assistant Research Professor of Mathematics at Duke University. His research primarily focuses on mathematical analysis and differential geometry, with notable contributions to the field of geometric analysis, particularly in relation to stability theorems and the positive mass theorem in Euclidean space. He has co-authored several publications in prominent mathematical journals, dealing with topics such as Ricci nonnegative metrics, volume gap theorems, and asymptotically flat 3-manifolds. Dong's recent work involves investigating the stability of complete uniformly asymptotically flat 3-manifolds and their connections to scalar curvature and ADM mass. His expertise in geometric analysis underpins his scholarly contributions to both theoretical and applied mathematics.
Duke University • Durham, NC
Teaching and research in the field of mathematics, specializing in geometric analysis.