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Distance and the Goeritz groups of bridge decompositions
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classification
math.GT
keywords
bridgedistancegoeritzgroupdecompositiondecompositionsfinitegroups
abstract
We prove that if the distance of a bridge decomposition of a link with respect to a Heegaard splitting of a $3$-manifold is at least $6$, then the Goeritz group is a finite group.
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