### Topics in Algebraic Surfaces, Scuola Normale Superiore, Fall 2023

A short synopsis of lectures.

### **Namibian International Spring School in Mathematics October 2022**

### Nairobi Workshop August 2018

### Mirror symmetry and Fano orbifolds (IMPA, Jan-Feb 2017)

### Galois Theory

Click here

### Mirror symmetry for Fano orbifolds (Trieste, 01–12 August 2016)

Here is an examples sheet for the course. In time we will also add lecture notes

### Introduction to Mixed Hodge Theory (LSGNT, 26th Feb 2016)

Here is a writeup of the lecture in PDF

### M3P21 Geometry II: Algebraic Topology (Spring 2015)

##### Notes

Here are the (unofficial) notes written up by Edoardo Fenati and Tim Westwood based on the course as given in 2014

##### Homework

sheet 1, sheet 2, sheet 3, sheet 4

solutions 1, solutions 2, solutions 3

### New perspectives on the classification of Fano manifolds (Udine 29 Sep-03 Oct 2014)

Udine examples

### Extremal Laurent Polynomials (Grenoble School on “Moduli of curves and Gromov-Witten theory” June 2011)

Here are the notes based on my 4 lectures at the School PDF

### New Methods in Orbifold Gromov-Witten Theory (Pisa June 2008)

Pisa examples

### Higher dimensional minimal models and flips (Grenoble June-July 2007)

examples1, examples2, examples3, examples4

### K3 Surfaces (Lent 2005)

### Number Theory (Michaelmas 2004)

### Groups Rings and Fields (Lent 2003)

### Basic Algebraic Geometry (Michaelmas 2002)