Singular instanton Floer homology produces exotic pairs of slice disks for a strongly invertible Z-slice knot whose symmetric disks stay exotic under stabilizations by definite 4-manifolds or projective planes.
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2026 2verdicts
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The unknotting number of knot 11n102 is proven to be exactly 2.
citing papers explorer
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Exotic disks and singular instanton Floer homology
Singular instanton Floer homology produces exotic pairs of slice disks for a strongly invertible Z-slice knot whose symmetric disks stay exotic under stabilizations by definite 4-manifolds or projective planes.
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The unknotting number of 11n102 is 2
The unknotting number of knot 11n102 is proven to be exactly 2.