Publications and preprints:
M.G. Eastwood, & T. Moy, Spinors in five-dimensional contact geometry, SIGMA 18 (2022), 031
M. Dunajski, & T. Moy, Heavenly metrics, hyper-Lagrangians and Joyce structures, Journal of the London Mathematical Society 110 (2024), 5
Joyce structures from quadratic differentials on the sphere, arXiv:2509.05275
Other work:
An Introduction to the Penrose Transform: The Cohomological Viewpoint, Part III Essay (2022)
Legendrean and G2 Contact Structures, MPhil Thesis (2021)
Talks:
Two parabolic contact geometries in five dimensions, Cartan Geometry and Related Topics, Geilo (2023)
Hyper-Kähler metrics from isomonodromy, Integrable Systems and Mathematical Physics Seminar, University of Glasgow (2024)
The twistor geometry of a family of Schrödinger equations, (Video),(Notes), Twistor theory, Isaac Newton Institute Programme (2024)
Joyce structures and hyper-Lagrangians, (Notes), Twistor theory, Isaac Newton Institute Programme (2024)
Roger Penrose, Spacetime and Twistors, Clare-ity, Clare College Cambridge (2025)
Isomonodromic deformations and twistor geometry, Differential Geometry and its Applications, Brno (2025)
Joyce structures from quadratic differentials on the sphere, Geometry and Analysis Seminar, University of Leeds (2026)