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(13) We define in addition Q = q1 +q2, A =⟨SQ|Q⟩ and M2 0 = 1/S−1 ij mimj

The ω−form compatibility equations or absence of NUT charge condition for this case read: −N2 =N1 =⟨q1|q2⟩ r ≡ J r

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Smarr Mass formulas for BPS multicenter Black Holes

hep-th · 2019-08-29 · conditional · novelty 4.0

A mass formula and a Smarr-like first law for two-center BPS black holes are derived, predicting a continuous family of solutions with arbitrary intercenter distance.

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  • Smarr Mass formulas for BPS multicenter Black Holes hep-th · 2019-08-29 · conditional · none · ref 6

    A mass formula and a Smarr-like first law for two-center BPS black holes are derived, predicting a continuous family of solutions with arbitrary intercenter distance.