KK space — compactified, but with extra dimensions.

Mathematical physicist

Dr. Kaushlendra Kumar

DFG Walter-Benjamin Research Fellow, School of Mathematical Sciences, Queen Mary University of London

I am a mathematical physicist studying exact algebraic and geometric structures in field theory, quantum geometry, and information geometry. My work uses symmetry, noncommutative geometry, spectral triples, matrix models, division algebras, and exact gauge-field ansätze to extract concrete physical structures.

For a broad audience

What is mathematical physics?

Mathematical physics uses the language of geometry, algebra, and analysis to formulate physical laws and push them beyond the regimes where intuition alone is reliable. In my work, this means using exact structures — symmetries, noncommutative spaces, gauge fields, and quantum geometries — to compute physical quantities such as fields, phases, charges, distances, and transport laws.