11 citations · 30 across the 12 of their papers we have counts for
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math.GT2017★ 7 cited
Ternary quasigroups in knot theory
Maciej Niebrzydowski
We show that some ternary quasigroups appear naturally as invariants of classical links and links on surfaces. We also note how to obtain from them invariants of Yoshikawa moves. I…
math.GT2017★ 11 cited
Homology of ternary algebras yielding invariants of knots and knotted surfaces
Maciej Niebrzydowski
We define homology of ternary algebras satisfying axioms derived from particle scattering or, equivalently, from the third Reidemeister move. We show that ternary quasigroups satis…