Here you can find miscellaneous notes I have produced for one reason or another. Nothing is complete and all errors are due to me.

##### Jan 2022

## Master’s Thesis

##### Jan 2022

## Relative Perversity

These notes are on the relative version of perverse t-structure due to Hansen and Scholze. It focuses on the part of their paper needed for Clermont-Darmstadt workshop on Geometric Satake Equivalence. The goal of the workshop was try to translate to the world of schemes the proof of the Geometric Satake Equivalence following a new approach by Fargues-Scholze. A scientific program and notes for each of the talks is available in the webpage linked.

##### Nov 2021

## Introduction to Witt Vectors

Here is a brief introduction to Witt vectors following the appendix to “Lectures on curves on an algebraic surface“.