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    Chapter and Conference Paper

    On the Classification of Two Center Orbits for Magical Black Holes

    We report on recent work [4] concerning the determination of the two-centered generic charge orbits of magical \(\mathcal{N} = 2\) and ...

    Laura Andrianopoli, Riccardo D’Auria in Supersymmetric Gravity and Black Holes (2013)

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    Chapter and Conference Paper

    On Symmetries of Extremal Black Holes with One and Two Centers

    After a brief introduction to the Attractor Mechanism, we review the appearance of groups of type \(E_{7}\) ...

    Sergio Ferrara, Alessio Marrani in Black Objects in Supergravity (2013)

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    Book

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    Book

    Supersymmetric Mechanics – Vol. 2

    The Attractor Mechanism and Space Time Singularities

    Stefano Bellucci, Alessio Marrani in Lecture Notes in Physics (2006)

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    Chapter

    Black Holes and Supergravity

    These lectures deal with black holes (BHs) in different space–time (s-t) dimensions and their relation to supersymmetry (SUSY). On the same footing of monopoles, massless point-particles, charged massive parti...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Microscopic Description. The Calabi–Yau Black Holes

    In this section we will briefly consider the issue of the microscopic, statistical interpretation of the BH entropy, in which string theory plays a crucial role. Critical superstring theory lives in 10 dimensi...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Attractors and Entropy

    There exists an impressive coincidence between the laws of thermodynamics and the laws of BH mechanics. As it is well known, the first law of thermodynamics reads

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Macroscopic Description. Higher Derivative Terms and Black Hole Entropy

    In the previous section, we considered the microscopic description of N = 1 extremal BHs in N = 2, d = 4 SUGRA obtained by a compactification of 11-d M-theory on CY3×S1. In this section, we are going to reconside...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Attractor Mechanism in N = 2, d = 4 Maxwell—Einstein Supergravity

    The multiplet content of a completely general N = 2, d = 4 supergravity (SUGRA) theory is the following (see, e.g., [34] and [35]):

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Black Hole Thermodynamics and Geometry

    In the previous section we have seen that, in the context of nV -fold, N = 2, d = 4 MESGT, the fundamental properties of 4-d extreme BHs may be described by the “BH effective potential” function V (z, z; p, q), a...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Further Developments

    We devoted these pedagogical, introductory-level lectures to the dynamics governing the (equilibrium) thermodynamics of extremal singular interpolating soliton solutions in N-extended, d-d SUGRAs.

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    Black Holes and Critical Points in Moduli Space

    As we have seen, the d = 4, N = 2 ungauged SUGRAs have two types of geometries: the s-t geometry and the moduli space geometry. In this section, mainly following the seminal paper [55] of Ferrara, Gibbons, and Ka...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)

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    Chapter

    N > 2-extended Supergravity, U-duality and the Orbits of Exceptional Lie Groups

    In previous sections we considered the N = 2, d = 4 Maxwell–Einstein supergravity theory (MESGT) coupled to nV Abelian vector supermultiplets, and we have seen explicitly how the attractor mechanism works in the ...

    Stefano Bellucci, Alessio Marrani, Sergio Ferrara in Supersymmetric Mechanics – Vol. 2 (2006)