Postdoctoral Fellow at NYU Shanghai
Martina Neuman obtained her BA and MA from UCLA and Ph.D. from UC Berkeley, recently in 2018. Her latest work is on the near extremizers of the Gowers-Host-Kra norm inequalities in Euclidean settings. Her background is in Abstract Harmonic Analysis, and her specialization is on the geometry of Brascamp-Lieb data and the rigidity of analytic inequalities. She has a wide range of interests from Harmonic Analysis to Geometric Functional Analysis to Mathematical Data Science. She's currently a Math Postdoc Fellow of NYU Shanghai.