MG14 - Talk detail |
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Participant |
MARRANI, ALESSIO | |||||||
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Institution |
Dipartimento di Fisica e Astronomia "Galileo Galilei" - Via Marzolo, 8 - Padova - - Italy | |||||||
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Session |
ST2 |
Accepted |
Yes |
Order |
9 |
Time |
17:55 | 20' |
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Talk |
Oral abstract |
Title |
Freudenthal Duality and Black Holes : from Groups of Type E7 to Pre-Homogeneous Spaces | |||||
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Abstract |
Freudenthal duality can be defined as an anti-involutive, non-linear map acting on symplectic-covariant objects (such as the black hole electric and magnetic charges), within four-dimensional Maxwell-Einstein theories coupled to a non-linear sigma model of scalar fields. After a general introduction on some aspects of extended supergravity theories, I will consider their U-duality groups "of type E7" and the corresponding notion of Freudenthal duality, also in relation to the attractor mechanism of extremal (asymptotically flat) black holes. I will elucidate and comment on the relation between the Hessian of the black hole entropy and the rigid pseudo-special Kaehler metric of the pre-homogeneous spaces associated to the U-orbits of fluxes. |
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Pdf file |
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