Research in context
Exact geometry as a generator of physics
Mathematical physics turns physical questions into structures one can compute, compare, and move between settings. My work begins from exact geometry — symmetries, quantum spaces, spectral triples, matrix models, division algebras, and gauge-field ansätze. The aim is to make concrete physics calculable: fields, charges, phases, distances, particle-sector data, and transport laws.
Contact
KK space — compactified, but with extra dimensions.
DFG Walter-Benjamin Research Fellow, School of Mathematical Sciences, Queen Mary University of London.
Electron moves a lot,
photon’s the culprit here,
for vacuum is hardly stable.