Scholar
Katalin Berlow
Google Scholar ID: F9UeZiQAAAAJ
Berkeley
Citations & Impact
Citations
41
H-index
3
i10-index
2
Publications
6
Co-authors
0
Contact
Publications
Resume
Academic Achievements
- Papers in Preparation:
- - A Measurable Analog of Euler's Formula in Pmp Graphs
- - Separating Complexity Classes of LCL Problems on Grids, Part 2 (with Anton Bernshteyn, Clark Lyons, Felix Weilacher)
- - Equivalence Relations Acting on Bundles of Trees (with Ronnie Chen, Robin Tucker-Drob, Anush Tserunyan)
- Papers (Graduate School):
- - Separating Complexity Classes of LCL Problems on Grids (with Anton Bernshteyn, Clark Lyons, Felix Weilacher)
- - Borel Polychromatic Number of Grids (with Edward Hou)
- Papers (Undergraduate):
- - Intersection Bodies of Polytopes (with Marie Brandenburg, Chiara Meroni, Isabelle Shankar)
- - Restricted Stacks as Functions
- - Almost Abelian Lie Groups, Subgroups, and Quotients (with Marcelo Almora Rios, Zhirayr Avetisyan, Isaac Martin, et al.)
Research Experience
- Currently a PhD candidate in the fifth year at UC Berkeley.
- Main instructor for the following courses:
- - Math 110: Abstract Linear Algebra
- Teaching Assistant for the following courses:
- - Math 1B: Calculus
- - Math 54: Linear Algebra and Differential Equations
- - Math 74: Transition to Upper Division Mathematics
- - 21-127: Concepts of Mathematics (Carnegie Mellon)
- - 33-142: Physics II for Engineers (Carnegie Mellon)
Education
- BS: Mathematics, Carnegie Mellon University (2017-2021)
- PhD: Mathematics, UC Berkeley (2021-present), Advisors: Andrew Marks and Robin Tucker-Drob
Background
- Research interests: applied descriptive set theory, especially descriptive combinatorics, measured group theory, and their applications to ergodic theory and geometric group theory.
Miscellany
- Personal interests: riddles, paintings
- Erdős number: 3