Nina Nikolaevna Uraltseva

TL;DR

Nina Uraltseva's pioneering work in analysis and PDEs has significantly advanced understanding in elliptic, parabolic, degenerate, and geometric equations, with influential techniques and results across multiple areas.

Contribution

The paper provides an overview of Nina Uraltseva's extensive contributions to analysis and PDEs, highlighting her innovative techniques and key results.

Findings

Classical results on elliptic and parabolic equations

Deep contributions to degenerate and geometric equations

Influential development of analytical techniques

Abstract

Nina Uraltseva has made lasting contributions to mathematics with her pioneering work in various directions in analysis and PDEs and the development of elegant and sophisticated analytical techniques. She is most renowned for her early work on linear and quasilinear equations of elliptic and parabolic type in collaboration with Olga Ladyzhenskaya, which is the category of classics, but her contributions to the other areas such as degenerate and geometric equations, variational inequalities, and free boundaries are equally deep and significant. In this article, we give an overview of Nina Uraltseva's work with some details on selected results.