Black hole solutions of supergravity theories form families that realizing the deep nonlinear duality symmetries of these theories. They form orbits under the action of these symmetry groups, with extremal (i.e. BPS) solutions at the limits of such orbits. An important technique in the analysis of such solution families employs timelike dimensional reduction and exchanges the stationary black-hole problem for a nonlinear sigma-model problem. Families of extremal or BPS solutions are characterized by nilpotent orbits under the duality symmetries, based upon a tri-graded or penta-graded decomposition of the corresponding duality-group algebra
The stationary solutions of a large variety of (super)gravity theories can be described within a non...
The complete classification of the nilpotent orbits of SO(2,2)2 in the representation (2,2,2,2), ach...
The stationary solutions of a large variety of (super)gravity theories can be described within a non...
For N \ge 2 supergravities, BPS black hole solutions preserving four supersymmetries can be superpos...
Einstein’s equations in general relativity are a set of highly non-linear differential equations. Du...
Dimensional reduction along time offers a powerful way to study stationary solutions of 4D symmetric...
For N \ge 2 supergravities, BPS black hole solutions preserving four supersymmetries can be superpos...
Dimensional reduction along time offers a powerful way to study stationary solutions of 4D symmetric...
With reference to the effective three-dimensional description of stationary, single center solutions...
We prove that all stationary and spherical symmetric black hole solutions to theories with symmetric...
We study asymptotically flat stationary solutions of four-dimensional supergravity theories via the ...
We study asymptotically flat stationary solutions of four-dimensional supergravity theories via the ...
We describe duality invariant constraints, which allow a classification of BPS states preserving dif...
We consider the stationary solutions of N=4 supergravity coupled to n vector multiplets that define ...
We consider the stationary solutions of N=4 supergravity coupled to n vector multiplets that define ...
The stationary solutions of a large variety of (super)gravity theories can be described within a non...
The complete classification of the nilpotent orbits of SO(2,2)2 in the representation (2,2,2,2), ach...
The stationary solutions of a large variety of (super)gravity theories can be described within a non...
For N \ge 2 supergravities, BPS black hole solutions preserving four supersymmetries can be superpos...
Einstein’s equations in general relativity are a set of highly non-linear differential equations. Du...
Dimensional reduction along time offers a powerful way to study stationary solutions of 4D symmetric...
For N \ge 2 supergravities, BPS black hole solutions preserving four supersymmetries can be superpos...
Dimensional reduction along time offers a powerful way to study stationary solutions of 4D symmetric...
With reference to the effective three-dimensional description of stationary, single center solutions...
We prove that all stationary and spherical symmetric black hole solutions to theories with symmetric...
We study asymptotically flat stationary solutions of four-dimensional supergravity theories via the ...
We study asymptotically flat stationary solutions of four-dimensional supergravity theories via the ...
We describe duality invariant constraints, which allow a classification of BPS states preserving dif...
We consider the stationary solutions of N=4 supergravity coupled to n vector multiplets that define ...
We consider the stationary solutions of N=4 supergravity coupled to n vector multiplets that define ...
The stationary solutions of a large variety of (super)gravity theories can be described within a non...
The complete classification of the nilpotent orbits of SO(2,2)2 in the representation (2,2,2,2), ach...
The stationary solutions of a large variety of (super)gravity theories can be described within a non...