The Pauli-Jordan Distribution for the Dirac Operator with the MIT Boundary Condition

16.07.2026, 16:15 Uhr  –  Raum 0.17, Haus 9
Forschungsseminar Differentialgeometrie

Onirban Islam

​We consider Dirac operators on a globally hyperbolic spacetime-with-timelike boundary, subject to the MIT boundary condition. Under the lightlike convexity condition of the boundary, we construct the Pauli-Jordan distribution of the Dirac operator as a Lagrangian distribution. This yields the propagation of singularities theorem for the Dirac equation. (Joint work with L. Ronge).

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