معرفی
Ruijie Yang is an Assistant Professor in the Department of Mathematics at the University of Kansas. His research focuses on complex geometry, Hodge theory, birational geometry, and singularity theory. He holds a PhD from Stony Brook University and has contributed to advanced topics such as D-modules, multiplier ideals, and zeta functions.
Key research interests include the study of singularities through invariants like Bernstein-Sato polynomials and Kashiwara-Malgrange V-filtrations. His work bridges algebraic geometry with topological and analytical methods.
Recent publications explore cohomology of semisimple local systems, L² minimal extensions over Hermitian symmetric domains, and nodal elliptic curves on K3 surfaces. His academic contributions are published in journals like *International Mathematics Research Notices* and *Selecta Mathematica*.
