Mathematics – Geometric Topology
Scientific paper
2005-12-09
Mathematics
Geometric Topology
8 pages, LaTex; corrected proof and added thm and cor
Scientific paper
We prove that every embedding of $K_{2n+1,2n+1}$ into $\R^3$ contains a
non-split link of $n$-components. Further, given an embedding of
$K_{2n+1,2n+1}$ in $\R^3$, every edge of $K_{2n+1,2n+1}$ is contained in a
non-split $n$-component link in $K_{2n+1,2n+1}$.
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