Katalin Berlow

I am a PhD candidate in my fourth year at UC Berkeley, advised by Andrew Marks and Robin Tucker-Drob. My research focuses primarily on applied descriptive set theory, with particular interests in descriptive combinatorics, measured group theory, and their applications to ergodic theory and geometric group theory.

Here is my CV.

Office: 1057 Evans Hall
Email: katalin “at” berkeley.edu

BS: Mathematics, Carnegie Mellon University, 2017-2021
PhD: Mathematics, UC Berkeley, 2021-present

Research

Toast image

Papers (Graduate School)

Separating Complexity Classes of LCL Problems on Grids
with Anton Berynshteyn, Clark Lyons, Felix Weilacher
[In preparation, 2025+]
Equivalence Relations Acting on Bundles of Trees
with Ronnie Chen, Robin Tucker-Drob, Anush Tserunyan
[In preparation, 2025+]

Papers (Undergraduate)

Intersection Bodies of Polytopes
with Marie Brandenburg, Chiara Meroni, Isabelle Shankar
[arXiv] [Journal]
Restricted Stacks as Functions
[arXiv] [Journal] [Slides]
Almost Abelian Lie Groups, Subgroups, and Quotients
with Marcelo Almora Rios, Zhirayr Avetisyan, Isaac Martin, et al.
[arXiv] [Journal]

Expository

Here are some expository documents I have written:

Amenable Groups Acting on Trees
[Notes]

Miscellaneous

Here are some other things I have made:

Riddles
[Link]
Paintings
[Link]