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Maths projects - Project III topics for 2021-22
Maths projects
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Project III 2021-22
topic
supervisor(s)
Applications of Lebesgue and Hausdorff measures
Katie Gittins
Approximation Theory
Anthony Yeates
A relativistic perspective
Paul Heslop
Bayesian Emulation and History Matching for Complex Models
Ian Vernon
Black Holes
Richard Ward
Bootstrap
Peter Craig
Commutators in rings
Alexander Stasinski
Computing Dynamics
Djoko Wirosoetisno
Contact geometry and intergalactic jets
Christopher Prior
Convex Functions and Convex Analysis
Amit Einav
Cosmology
Mohamed Anber
Density estimation
Jochen Einbeck
Einstein's theory of General Relativity
Madalena Lemos
Elliptic Curves
Jack Shotton
EM and stochastic EM algorithms for parameter estimation
Reza Drikvandi
Embedding random walks in a Brownian motion
Conrado da Costa
Fermions: The sign that matters
Aristomenis Donos
Fourier series and applications
Wilhelm Klingenberg
Fourier Theory of finite groups and applications
Athanasios Bouganis
Fractal Geometry
Liviana Palmisano
Fractals, Substitution tilings and Lindenmayer systems
Rhiannon Dougall
Fractals, Substitution tilings and Lindenmayer systems
John Hunton
Fractals, Substitution tilings and Lindenmayer systems
John Hunton
Free quantum fields
Stefano Cremonesi
Games and Codes
Tom Ducat
Geometry of Quantum States
Daniele Dorigoni
Graph Polynomials
Nicholas Georgiou
Graph Theory
Mustazee Rahman
Infinitesimals and Internal Set Theory
Matthias Troffaes
Interstellar
Kasper Peeters
Introduction to additive combinatorics
Pankaj Vishe/Alexander Mangerel
Introduction to neural networks
Marija Zamaklar
Introduction to thermodynamic formalism: dimension theory of Schottky groups
Rhiannon Dougall
Ising Model and related models
Ostap Hryniv
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Louis Aslett
Low dimensional dynamics
Gabriel Fuhrmann
Magnetic Equilibria
Peter Wyper
Market Segmentation using Unsupervised Machine Learning
Tahani Coolen-Maturi
Markov Chain Mixing Times
Tyler Helmuth
Markov Random Fields and Images
Ian Jermyn
Mathematical aspects of crystallography
Norbert Peyerimhoff
Mathematical modelling of convection in stars and planets
Laura Currie
Matrix models
Iñaki García Etxebarria
Models of Axion Inflation
Mohamed Anber
Multiple zeta values
Herbert Gangl
Non-archimedian analysis
Victor Abrashkin
Path Integral QM
Douglas Smith
Points on a sphere
Paul Sutcliffe
Primes, Polynomials and Polynomial Time
Daniel Evans
Pursuit problems
Patrick Dorey
Quasi-Exactly Solvable Systems
Peter Bowcock
Relativistic Field Theories of Massless Particles
Charlotte Sleight
Ridge Regression
Konstantinos Perrakis
Sampling
Frank Coolen
Set theory
Mark Powell
Sheepdog trials: collective motion in 2D
Adam Townsend
Singularity Theory
Andreas Braun
Some economical models via optimal mass transport
Alpár Mészáros
Statistical Physics: Phase Transitions and Simulations
Nabil Iqbal
Statistical techniques and models for the analysis of functional data
Georgios Karagiannis
Statistics, Machine Learning, and Data Science
Ian Jermyn
Statistics, Machine Learning, and Data Science
Jonathan Cumming
Symmetries of Surfaces
Fernando Galaz-Garcia
The Banach-Tarski Paradox
Dirk Schuetz
The mathematics of Origami and Kirigami
Anne Taormina
The numerical range of a matrix
Sabine Boegli
Time series modelling
Rachel Oughton
Tropical Geometry
Jeffrey Giansiracusa
Questions and comments:
Kasper Peeters