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A table of $n$-component handlebody links of genus $n+1$ up to six crossings (2003.03748v2)
Published 8 Mar 2020 in math.GT
Abstract: A handlebody link is a union of handlebodies of positive genus embedded in 3-space, which generalizes the notion of links in classical knot theory. In this paper, we consider handlebody links with one genus 2 handlebody and $n-1$ solid tori, $n>1$. Our main result is the complete classification of such handlebody links with six crossings or less, up to ambient isotopy.
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