Jamie Walton

Contact

• workRoom B22 School of Mathematical Sciences
  University Park
  Nottingham
  NG7 2RD
  UK
• Jamie.Walton@nottingham.ac.uk
• https://jjwalton.github.io/

Biography

2006-2010 MMath Masters in Mathematics (University of Leicester)

2010-2014 PhD in Mathematics (University of Leicester)

2014-2017 Research Associate (University of York)

2017-2018 Lecturer in Pure Mathematics (Durham University)

2018-2020 Research Assistant (University of Glasgow)

2020-2023 Teaching Associate (University of Nottingham)

2023- Assistant Professor (University of Nottingham)

Teaching Summary

This academic year I will be teaching:

• MMME1026 'Mathematics for Engineers' (Mech Eng) [Spr]
• MTHS2003 'Advanced Calculus and Integration Techniques' [Aut]
• MTHS2005 'Advanced Mathematical Methods for Civil Engineering' [Spr]

For the last 3 academic years at Nottingham I taught the Mathematics component of MMME2032 ('Professional Engineering and Project 2', for Aerospace Engineers) and MTHS2005 (Advanced Mathematical Methods for Civil Engineering). In previous institutions, I lectured the following courses:

• Introduction to Real Analysis (2nd yr), University of Glasgow
• Geometric Topology (2nd yr), Algebraic Topology (4th yr), Durham University
• Lebesgue Integration (3rd yr), Metric Spaces (3rd yr), University of York

Selected Publications

• JOHN HUNTON and JAMES WALTON, 2021. Aperiodicity, rotational tiling spaces and topological space groups Advances in Mathematics (to appear).
• HAYNES, ALAN, KOIVUSALO, HENNA and WALTON, JAMES, 2018. A characterization of linearly repetitive cut and project sets Nonlinearity. 31(2), 515-539
• WALTON, JAMES J., 2017. Cohomology of rotational tiling spaces Bulletin of the London Mathematical Society. 49(6), 1013-1027
• WALTON, JAMES, 2017. Pattern-equivariant homology Algebraic & Geometric Topology. 17(3), 1323-1373

• View all publications

• JAMES J. WALTON, 2024. A characterisation of linear repetitivity for cut and project sets with general polytopal windows Indagationes Mathematicae.
• MAÑIBO, NEIL, RUST, DAN and WALTON, JAMES J., 2023. Spectral properties of substitutions on compact alphabets Bulletin of the London Mathematical Society: (to appear).
• HANNAH R. BLYTH, DAN SMITH, ROBERT KING, CARLOS BAYON, TOM ASHFIELD, HANNAH WALPOLE, EUDRI VENTER, RUMIANA V. RAY, KOSTYA KANYUKA and JASON J. RUDD, 2023. Frontiers in Plant Science.
• HENNA KOIVUSALO and JAMES J. WALTON, 2022. Cut and project sets with polytopal window II: Linear repetitivity Transactions of the AMS (to appear).
• JOHN HUNTON and JAMES WALTON, 2021. Aperiodicity, rotational tiling spaces and topological space groups Advances in Mathematics (to appear).
• WALTON, JAMES J. and WHITTAKER, MICHAEL F., 2021. AN APERIODIC TILE WITH EDGE-TO-EDGE ORIENTATIONAL MATCHING RULES Journal of the Institute of Mathematics of Jussieu. 1–29
• KOIVUSALO, HENNA and WALTON, JAMES J., 2020. Cut and project sets with polytopal window I: Complexity Ergodic Theory and Dynamical Systems. 1–33
• HAYNES, ALAN, KOIVUSALO, HENNA and WALTON, JAMES, 2018. Perfectly ordered quasicrystals and the Littlewood conjecture Transactions of the American Mathematical Society. 370(7), 4975-4992
• HAYNES, ALAN, JULIEN, ANTOINE, KOIVUSALO, HENNA and WALTON, JAMES, 2018. Statistics of patterns in typical cut and project sets Ergodic Theory and Dynamical Systems. 1-23
• HAYNES, ALAN, KOIVUSALO, HENNA and WALTON, JAMES, 2018. A characterization of linearly repetitive cut and project sets Nonlinearity. 31(2), 515-539
• WALTON, JAMES, 2017. Pattern-equivariant homology Algebraic & Geometric Topology. 17(3), 1323-1373
• WALTON, JAMES J., 2017. Cohomology of rotational tiling spaces Bulletin of the London Mathematical Society. 49(6), 1013-1027
• HAYNES, ALAN, KOIVUSALO, HENNA, WALTON, JAMES and SADUN, LORENZO, 2016. Gaps problems and frequencies of patches in cut and project sets Mathematical Proceedings of the Cambridge Philosophical Society. 161(1), 65-85