Null-homologous twists change the algebraic genus by at most one under a square condition, yielding new upper bounds on the topological slice genus of torus knots and satellite knots.
The stable 4-genus of alternating knots
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Null-homologous twisting and the algebraic genus
Null-homologous twists change the algebraic genus by at most one under a square condition, yielding new upper bounds on the topological slice genus of torus knots and satellite knots.