Kommemi's sub-extremality conjecture

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Let Q+\mathcal{Q}^+ be the quotient spacetime, I+\mathcal{I}^+ future null infinity, and interpret “sub-extremal in the limit” as the limiting black-hole condition stated in the paper. Sub-extremality conjecture. Among all admissible data, there exists a generic subclass such that, if Q+∩J−(I+)≠∅\mathcal{Q}^+\cap J^-(\mathcal{I}^+)\neq\emptyset, then the black hole is sub-extremal in the limit. This is one of the assumptions expected for generic charged black holes and is not resolved in the supplied text.

References

Primary source

Maxime Van de Moortel, “The breakdown of weak null singularities inside black holes”, arXiv:1912.10890 (2022).

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