I am a Benjamin Peirce Fellow at Harvard University.
I received my PhD in 2019 from UCLA, under the supervision of Andrew Marks. During the 2019-20 academic year I was a postdoc at CMU.
Papers
Anti-classification results for groups acting freely on the line (with F. Calderoni, D. Marker, L. Motto Ros). arXiv:2010.08049 [pdf]
Strong ergodicity around countable products of countable equivalence relations. arXiv 1910.08188. [pdf]
On the Gamma-jumps of Clemens and Coskey. [Slides 25 min]
Strong ergodicity between countable products of countable equivalence relations. [Slides 20 min]
Borel reducibility and symmetric models. Transactions of the American Mathematical Society, to appear. [pdf] [doi]
Separating the equivalence relations of Hjorth-Kechris-Louveau. [Slides 50 min]
Baire-category analysis of the second Friedman-Stanley jump. [Slides 20 min]
Fresh Subsets of ultrapowers. Archive for Mathematical Logic, vol. 55 (2016), pp. 835-845. [pdf] [doi]
Ultrapowers of forcing notions. Master's thesis, Hebrew University, 2013. [pdf]
Spring 2021:
Math 282X, Topics in Invariant Descriptive Set Theory.
Math 1B, Calculus, Series, and Differential Equations.
Fall 2020: Math 145B, Set Theory II.
At CMU:
Spring 2020: Set Theory, 21-329.
Fall 2019: Algebraic Structures, 21-373.
As a grad student at UCLA I have been the TA for the following courses.
Spring 18: Math 114L, Mathematical Logic; Math 132, Complex Analysis for Applications. Winter 18: Math 114S, Introduction to set theory; Math 3C, Ordinary Differential Equations with Linear Algebra for Life Sciences Students. Fall 17: Math 132, Complex Analysis for Applications; Math 3C, Ordinary Differential Equations with Linear Algebra for Life Sciences Students. Spring 17: Math 121C, Introduction to Topology, Math 31B, Integration and Infinite Series. Winter 17: Math 114C, Computability Theory, Math 32A, Calculus of Several Variables. Fall 16: Math 180, Graph theory, Math 131A, Analysis. Summer 16: Math 61, Introduction to Discrete Structures. Spring 16: Math 61, Introduction to Discrete Structures; Math 132, Complex Analysis for Applications. Winter 16: Math 132, Complex Analysis for Applications; Math 106, History of Mathematics. Fall 15: Math 1, Precalculus; Math 132, Complex Analysis for Applications. Summer 15: Math 131A, Analysis. Spring 15: Math 123, Foundations of Geometry; Math 32A, Calculus of Several Variables. Winter 15: Math 106, History of Mathematics; Math 32B, Calculus of Several Variables. Fall 14: Math 132, Complex Analysis for Applications; Math 31B, Integration and Infinite Series.