Intrinsic linking and knotting are arbitrarily complexFundamenta Mathematicae
Document TypeArticle - post-print
AbstractWe show that, given any n and α, every embedding of any sufficiently large complete graph in R3 contains an oriented link with components Q1, ..., Qn such that for every i≠j, $|\lk(Q_i,Q_j)|\geq\alpha$ and |a2(Qi)|≥α, where a2(Qi) denotes the second coefficient of the Conway polynomial of Qi.
Citation InformationFlapan, E., B. Mellor, and R. Naimi, 2008: Intrinsic linking and knotting are arbitrarily complex. Fundamenta Mathematicae, 201.2, 131-148, arXiv:math/0610501.