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Résumé |
Solvable time-dependent systems provide important setups for studying non-
equilibrium physics, where exact results are rare. This takl will focus on
classical integrable systems, which are known to be constructible from a 4D
Chern-Simons Theory. By appropriately generalising this gauge theory, Iwill
construct a zoo of different time-dependent integrable models, most of which
were previously unknown, and show that they are solvable by the inverse
scattering method. I show how these systems have various connections to
condensed matter physics, RG-flow and theories of gravity. |
