Dropping incompressibility in the intersection estimate
Let be the Riemannian -manifold and let the cycles in Theorem 1 be the cycles whose intersection pairing is being estimated. Incompressibility conjecture. The condition that these cycles be incompressible can be dropped. The supplied text gives no further hypotheses or resolution of this assertion.
References
Primary source
Michael Kapovich, “Intersection pairing on hyperbolic 4-manifolds”, arXiv:2510.16848 (2025).
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