Combinatorics, Algebra and Number Theory PhD graduates

Our PhD graduates from Combinatorics, Algebra and Number Theory have gone on to work in many places within academia and beyond. Here are the most recent ones:

• Nicholas Anderson (graduated 2024)
  Thesis: Matroid Powers in Tropical Geometry 
  Supervisor: Felipe Rincón
  
  
• Itamar Mor (graduated 2024)
  Thesis: Profinite Galois descent in K(h)-local homotopy theory
  Supervisor: Behrang Noohi
  Subsequent role: Postdoc at the Max Planck Institute for Mathematics in Bonn
  
  
• Belinda Wickes (graduated 2024)
  Thesis: Covering and Separation for Permutations and Graphs 
  Supervisor: Robert Johnson
  
  
• Dean Yates (graduated 2024)
  Theis: On the modular decomposition of the spin representation of Sn indexed by the partition (n − 2, 2) and the combinatorics of bar-core partitions
  Supervisor: Matt Fayers
  Subsequent role: Consultant at Adelard, Part of NCC Group
  
  
• Tim Davis (graduated 2023)
  Thesis: The Arithmetic of the Fourier Coefficients of Automorphic Forms
  Supervisor: Abhishek Saha
  Subsequent role: Mathematics Tutor at Northeastern University London
  
  
• Antonino Ianazzo (graduated 2023)
  Thesis: A Categorical View of Difference-Differential Algebra
  Supervisor: Ivan Tomasic
  
  
• Theo Thiery (graduated 2023)
  Thesis: Approximation Algorithms for Independence Systems 
  Supervisor: Justin Ward
  
  
• Félicien Comtat (graduated 2022)
  Thesis: Whittaker coefficients of automorphic forms and applications to analytic Number Theory
  Supervisor: Abhishek Saha
  Subsequent role: Postdoctoral research associate, QMUL
  
  

• Diego Millan Berdasco (graduated 2021)
  Thesis: Decomposition numbers for symmetric groups
  Supervisor: Matthew Fayers
  
  
• Scott Kemp (graduated 2021)
  Thesis: Valuated matroid polytopes and linking system composition
  Supervisor: Alex Fink
  Subsequent role: Maths Coordinator working with schools in Shropshire and Herefordshire
  
  
• Natalie Behague (graduated 2020)
  Thesis: Topics in Extremal and Probabilistic Combinatorics
  Supervisors: Robert Johnson and Mark Walters  
  Subsequent role: Postdoctoral fellow, Ryerson University, Toronto
  
  
• Yegor Stepanov (graduated 2020)
  Thesis: On an octonionic construction of the groups of type E6 and 2E6
  Supervisor: John Bray
  
  

• Rhys Evans (graduated 2020)
  Thesis: On regular induced subgraphs of edge-regular graphs
  Supervisor: Leonard Soicher
  Subsequent role: Postdoctoral fellow at the Mathematical Center in Akademgorodok, Russia
  
  

• Rachael King (graduated 2020)
  Thesis: Difference algebraic geometry: Morphisms of difference schemes with an exceptional property
  Supervisor: Ivan Tomasic
  Subsequent role: Data Analyst at Hypus
  
  

• Teerasak Khoploykan (graduated 2020)
  Thesis: Hamiltonian Decompositions and Linear Arboricity Graphs
  Supervisor: Bill Jackson
  Subsequent role: Lecturer, Chandrakasem Rajabhat University, Thailand.
  
  
• William Raynaud (graduated 2020)
  Thesis: Erdos-Ko-Rado type problems, discrete isoperimetric inequalities and other problems in extremal combinatorics
  Supervisor: David Ellis
  Subsequent role: working in a financial optimisation company
  
  
• Ben Smith (graduated 2019)
  Thesis: Applications of tropical combinatorics and monomial modules
  Supervisor: Alex Fink
  Subsequent role: Heilbronn Fellow in Mathematics at the University of Manchester
  
  

• Anitha Rajkumar (graduated 2019)
  Thesis: Factorization of Graphs
  Supervisor: Bill Jackson and Anthony Hilton
  
  
• Jack Bartley (graduated 2018)
  Thesis: Topics in Extremal and Probabilistic Combinatorics
  Supervisor: Mark Walters
   
• Hakan Guler (graduated 2018)
  Thesis: Rigidity of Frameworks
  Supervisor: Bill Jackson
  Subsequent role: Lecturer, Kastamonu University, Turkey
  
  
• Amanda Cameron (graduated 2017)
  Thesis: Polytopal and structural aspects of matroids and related objects
  Supervisor: Alex Fink
  Subsequent role: Data Engineer for Rabobank, Utrecht
  
  
• Louise Sutton (graduated 2017)
  Thesis: Graded representations of Khovanov-Lauda-Rouquier algebras
  Supervisor: Matthew Fayers
  Subsequent role: Postdoctoral Scholar at the Okinawa Institute of Science and Technology