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| Title | Spectral geometry, number theory specially p-adics |
| Author | Dylan MÜLLER |
| Director of thesis | Anders Karlsson |
| Co-director of thesis | |
| Summary of thesis | One side is to study spectral zeta of operator acting on p-adics (p infinite aswell), another side is the study of discrete zeta function on graphs, then trying to understand the relation between the two side (discrete vs continuous) with any tools at disposal, but mostly using Fourier on groups. |
| Status | middle |
| Administrative delay for the defence | 2026 |
| URL | |