I am an Instructor in Mathematics at Brandeis University. In the academic year 2020-2021, I was a postdoctoral fellow at the Einstein Institute of Mathematics of the Hebrew University of Jerusalem, hosted by Elon Lindenstrauss and supported by a Zuckerman postdoctoral fellowship. I am currently applying for jobs (Fall 2022).

I received my Ph.D. in Mathematics from Yale University in 2019. I am fortunate to have had Professors Gregory Margulis (Yale) and Emmanuel Breuillard (Cambridge) as advisers.

## Research Interests

Arithmetic groups, algebraic groups, locally symmetric spaces, and their connections to number theory and geometry. Homogeneous dynamics, harmonic analysis, geometric group theory.

## Research Papers

Year | Journal | Title | Link(s) | Co-Author |
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2023 | *Transactions of the AMS* (to appear) | Bottom of the Length Spectrum of Arithmetic Orbifolds | journal ArXiV | Mikolaj Fraczyk |

2022 | *J. Group Theory* | Logarithmic diameter bounds for some Cayley graphs | journal | Xin Zhang |

2022 | *Transformation Groups* | Uniform Kazhdan Constants and Paradoxes of the Affine Plane | arXiv, journal | |

2021 | *Israel Journal of Mathematics* | Arithmetic Groups and the Lehmer Conjecture | arXiv, journal | François Thilmany |

## Upcoming Talks

Year | Date | Location | Seminar |
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2023 | Feb 6 | Yale | Group actions and dynamics seminar |

2023 | Feb 13 | Brown | Algebra seminar |

2023 | Mar 4-5 | Wesleyan | A Dynamical Weekend at Wesleyan |

2023 | Mar 14 | Brandeis | Topology Seminar |

## Books and Translations

Year | Series | Author(s) | Title | Link |
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1969 | AMS Univ. Lect. Notes, edited by Dave Witte Morris | A. Borel | Introduction to Arithmetic Groups | AMS |

## Teaching

Year | Semester | Course Title | Course Number |
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2023 | Spring | Topics in Algebra: Arithmetic Groups | Math 251a |

2023 | Spring | Introduction to Differential Geometry | Math 102a |

2022 | Fall | Introduction to Algebra Part I | Math 100a |