Bachelor/Master Theses

You can write a Masters of a Bachelor thesis under my supervision in the field of analysis. For instance in diverse topics in Fourier and Functional analysis or differential equations. The subjects are chosen individually and tailored to personal interests. Contact me directly, with some time in advance (ideally the previous semester to the planned time), so we can meet and discuss potential projects.

Supervised Bachelor and Masters Theses

• Anna Hall. The Zeta function and The Prime Number Theorem (2025)
• Benjamin Martin, Maneuvering through measure theory and Kakeya’s needle problem (2025)
• David Sermoneta, A guided tour of Wavelet theory via the constructions of Multiresolution analysis (2025)
• Anya Hanson, Solvability of Dirichlet and Neumann Boundary Value Problems on C^{1,α} Domains (Master thesis, 2025)
• Ebba de Age, An introduction to the Fourier transform in the Schwartz space and some applications to PDEs (2025)
• Hala Nasra, The Calculus of Variations and the Euler-Lagrange Equation: History, Principles, and Applications (2024)
• Luciano Egusquiza, The Discrete Fourier Transform: Some Properties and Applications (2024)
• Joakim Brådman, En Geometrisk Odyssé på Sfären (2024)
• Marcel Mäki, An Introduction to Differential Forms and Manifolds  (2023)
• Samuel Lockman,  Kolmogorov's Theorem, Haar Functions and Brownian Motion. A Measure Theoretic Introduction (2022).
• Tim Seo, An introduction to abstract Fourier Analysis  (2021)
• Ashkan Ek, Unintuitive Infinity  (2021)
• Markus Hedegaard­Friis, Introduktion till vågekvationen  (2021)
• Eang Bunroeung (Royal University of Phnom Penh, Cambodía), Fourier Methods in Signal Processing (Masters thesis, 2021)
• Erik Melander, Sobolev norm estimates of the time dependent Schrödinger equation  (2020)
• Jean Wickström Rosenlind, The prime number theorem and Dirichlet’s theorem on arithmetic progressions (2017)
• Anton Fahlgren. Wavelets on Zn. (2016)

Current students:

(OLD)Summaries of Students' teaching Assesments

Teacher Training and in-service Training

Pedagogical Works

Enabling a Mathematics-learner identity through team-based learning initiatives here

Some (personal) small group-based experiences teaching mathematics (Seminar presentation), slides

Samples of Teaching material (password required)

Teaching Awards

2015 Nominated for a Student Choice Award awarded by the Imperial College Union.

Teaching Philosophy