Talks

Invited

  1. The Atiyah-Singer Index Theorem and Almost Complex Spheres, Special Talk by the Friends Prize Recipient, Harvard University, April 2024.
  2. The Chow Ring Classes of \(\mathrm{PGL}_3\) Orbit Closures in \(\mathbb{G}(1, 5)\), gradieNTAG, Simon Fraser University, April 2024.
  3. Chow Classes of Varieties of Secant and Tangent Lines, Special Student Algebraic Geometry Seminar, Stanford University, March 2024.

Contributed

  1. Bertrand's Postulate (or Why All of Maths is Cool™), The Trinity Mathematical Society, Easter Peer Talks, May 2025. (Slides)
  2. An Introduction to Moduli Spaces in Algebraic Geometry (and Three Proofs of \(\dim \mathcal{M}_g =3g-3\)), Part III Seminar Series (Lent), March 2025. (Notes)
  3. What is Sharkovsky's Theorem, or why does period three imply chaos?, What is ... ? Seminar, Ohio State University, June 2024. (Notes)
  4. (Almost) Complex Structures on 4-Manifolds, Harvard Math Table, May 2024.
  5. On Powerful Integers Expressible as Sums of Two Coprime Fourth Powers, Fifteenth Algorithmic Number Theory Symposium, ANTS-XV, University of Bristol, August 2022. (Recording, Slides)
  6. The Inverse [Quadratic] Central Potential and the Cubic Equation, Undergraduate Chalk Talks, Harvard Society of Physics Students (SPS), November 2021.
  7. Fermat's Little Theorem and Applications to Cryptography, Harvard Math Table, October 2019.

Ross Mathematics Program USA

  1. Indra's Pearls: Symmetry, Recursion, and Beauty in Mathematics1, July 2024. (Slides)
  2. Can You Solve It (It = A Quintic)? Topology Says No, or On Arnold's Proof of the Unsolvability of the Quintic, June 2024.
  3. Galois Cohomology and Hilbert's Theorem 90, Dorm Lecture, August 2021.

Harvard-MIT Mathematics Tournament Education Session

  1. Emmy Noether: Mathematician Extraordinaire2, November 2022.
  2. The Three Sphere in Dante's Divine Comedy, February 2022.
  3. What is Algebraic Geometry and Why Do We Care?, November 2020. (Recording)
1. Based on the book by Mumford-Series-Wright.
2. Based on the book by David E. Rowe.