Jul 5 – 10, 2021
Europe/Rome timezone

Session

Mathematical Problems of Relativistic Physics: Classical and Quantum

AT2
Jul 5, 2021, 4:30 PM

Conveners

Mathematical Problems of Relativistic Physics: Classical and Quantum: Block 1

  • Michael Kiessling (Rutgers University, Dept. of Mathematics)
  • A. Shadi Tahvildar-Zadeh (Rutgers University)

Mathematical Problems of Relativistic Physics: Classical and Quantum: Block 2

  • Michael Kiessling (Rutgers University, Dept. of Mathematics)
  • A. Shadi Tahvildar-Zadeh (Rutgers University)

Description

We will survey recent advances in mathematical analysis of relativistic and semi-relativistic phenomena, including:
1. Joint classical and quantum evolution of charged point particles and fields in special and general relativity;
2. Dirac's equation on electromagnetic background spacetimes;
3. Schroedinger-Newton equation and bosonic stars;
4. Interacting photon-electron systems in Dirac's multi-time formalism;
5. The ground state of Positronium as an ultralight spin-zero boson and its application to the dark matter puzzle;
6. Divison-algebraic underpinnings of the Standard Model of Elementary Particles.

Presentation materials

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