Dominic Bunnett

Dominic Bunnett is a Researcher at Technische Universität Berlin, associated with the Nonlinear Algebra research group at the Max Planck Institute for Mathematics in the Sciences (MPI MiS) in Leipzig. Following his 2019 PhD from Freie Universität Berlin under Victoria Hoskins, he conducted collaborative research at the University of Oxford with Frances Kirwan before joining TU Berlin to work under Michael Joswig and collaborate with Bernd Sturmfels.

His academic background includes:

• PhD in Mathematics, Freie Universität Berlin (2019), supervised by Victoria Hoskins
• Visiting Researcher position at University of Oxford (2019) with Frances Kirwan

Bunnett's research centers on Algebraic Geometry with deep specialization in Moduli Theory, investigating moduli spaces of algebraic varieties and objects including sheaves, quiver representations, and holomorphic triples. He focuses on computing topological invariants of these spaces using cutting-edge computational techniques and mathematical software, with current projects spanning tropical plane curves, derived categories, and hypersurfaces in weighted projective spaces. His work bridges theoretical algebraic geometry with practical computational implementation.

Scientific Awards: No awards, fellowships, or medals mentioned in source materials.

Advising and Grants: No information regarding student supervision, grant funding, or research projects beyond described computational work was provided in the text.

Bunnett maintains active involvement in mathematics development initiatives in Zimbabwe and Tanzania, advocating for research capacity building in these regions. Outside academia, he pursues interests as an avid reader and musician. His primary research environment is the Nonlinear Algebra group at MPI MiS, which provides a collaborative framework connecting algebraic theory, geometric structures, and computational optimization techniques under directors Bernd Sturmfels and Michael Joswig.