I am a PhD student at University of Edinburgh supervised by Jon Pridham and Clark Barwick. I am interested in algebraic geometry, arithmetic geometry and homotopy theory. Recently I've been looking at reconstruction problems around the Anabelian conjecture i.e. which try to reconstruct nice schemes from their étale homotopy type.

\begin{align}\mathcal{F}: \operatorname{Sch_{abs}} &\to \operatorname{(Top_\infty^{bc, adm})_{/(Spec\mathbb{Z})_{ét}}}\\X &\mapsto X_{ét} \end{align}

## Contact

 Affilliation University of Edinburgh Email (enable Javascript) ORCID 0000-0001-6676-5661

$$\operatorname{Gal}\left(\mathbb{Q}_p[p^{\frac{1}{p^\infty}}]\right) \cong \operatorname{Gal}\left(\mathbb{F}_p(\!(t^{\frac{1}{p^\infty}})\!)\right)$$

## Coding & Sport

Some of my past coding project, Linux hacks and other stuff I do in my free time are collected on the less mathy part of my website.

## Writings

The documents here might occasionally get updated to fix typos. Lecture notes and seminar talks are on their own page.

• 1.

### The direct summand conjecture

Master's project, UZH

2019

Scientific publications outside of Mathematics.

• 1.

May 2020