Tests in symmetrically collapsing spacetimes and the full sub-extreme Kerr-Newman family support the conjecture that compact trapped submanifolds of codimension >1 stay inside black holes and do not reach the domain of outer communications.
Dotti,Obstructions for trapped submanifolds, Class
2 Pith papers cite this work. Polarity classification is still indexing.
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gr-qc 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Curvature conditions proposed for focal points of trapped submanifolds do not apply in general to codimensions higher than two, though they may for specific submanifolds.
citing papers explorer
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Convex foliations and trapped submanifolds
Tests in symmetrically collapsing spacetimes and the full sub-extreme Kerr-Newman family support the conjecture that compact trapped submanifolds of codimension >1 stay inside black holes and do not reach the domain of outer communications.
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Curvature conditions for generalized singularity theorems
Curvature conditions proposed for focal points of trapped submanifolds do not apply in general to codimensions higher than two, though they may for specific submanifolds.