Black holes and microstate geometries (4/4)
Nick Warner
Fri, May. 24th 2019, 10:00-12:15
Salle Claude Itzykson, Bât. 774, Orme des Merisiers

The last few years have seen a remarkable shift in thinking about black holes and the information problem: There is a growing consensus that new physics must emerge at the horizon scale. Microstate Geometries provide the only classical mechanism that can evade a multitude of ``no-go'' theorems and actually support horizon-scale structure. Such geometries are smooth, horizonless, solitonic solutions of massless supergravity that look just like black holes from far away but differ dramatically as one approaches the horizon scale. \par This course will examine supersymmetric ``black-hole-like'' solutions of supergravity in various dimensions. \par We will start by constructing the simplest charged black-hole geometries, and will show how supersymmetry greatly simplifies the solutions, and the ``BPS equations'' that govern them. We will then use supersymmetry to construct multi-centered BPS black-hole solutions. We will study the near-horizon geometry and the tidal forces experienced by geodesic probes. \par To construct gravitational solitons, we will dissect one of the original ``no go'' theorems in five-dimensional gravity and show how Chern-Simons interactions and magnetic fluxes threading non-trivial spatial topology provides a way around the standard dogma that there are ``no solitions without horizons''. In five dimensions, supersymmetry reduces the ``BPS equations'' to a linear ``electromagnetic problem'' and we will use this to construct large families of supersymmetric solitons in five-dimensional supergravity. We discuss the regularity and moduli spaces of such solutions. \par If there is sufficient time... (Please see more on the poster.)
Contact : Loic BERVAS


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