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Ian Agol
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The main theorem of this paper of Scharlemann implies that a split two component link which is not the unlink cannot have a band sum giving the unknot. See also Eudave-Muñoz and Ishihara-Motegi and Bao. This move is called "band surgery" or "H(2) move" (after Hoste-Nakanishi-Taniyama).

The main theorem of this paper of Scharlemann implies that a split two component link which is not the unlink cannot have a band sum giving the unknot.

The main theorem of this paper of Scharlemann implies that a split two component link which is not the unlink cannot have a band sum giving the unknot. See also Eudave-Muñoz and Ishihara-Motegi and Bao. This move is called "band surgery" or "H(2) move" (after Hoste-Nakanishi-Taniyama).

Source Link
Ian Agol
  • 68.9k
  • 3
  • 194
  • 358

The main theorem of this paper of Scharlemann implies that a split two component link which is not the unlink cannot have a band sum giving the unknot.