Shadows, ribbon surfaces, and quantum invariants

Preprint English OPEN
Carrega, Alessio; Martelli, Bruno; (2014)
  • Subject: Mathematics - Geometric Topology
    arxiv: Mathematics::Geometric Topology | Mathematics::Quantum Algebra

Eisermann has shown that the Jones polynomial of a $n$-component ribbon link $L\subset S^3$ is divided by the Jones polynomial of the trivial $n$-component link. We improve this theorem by extending its range of application from links in $S^3$ to colored knotted trivale... View more
Share - Bookmark