Dehn colorings and vertex-weight invariants for spatial graphs
2021 07 05
Knots and representation theory
In this talk, we consider Dehn colorings for spatial graphs, and give a family of spatial graph invariants which are called vertex-weight invariants. The invariants are used to give the complete classification for vertex conditions of Dehn colorings.
We give some examples of spatial graphs that can be distinguished by a vertex-weight invariant, whereas distinguished by neither their constituent links nor the number of Dehn colorings with no vertex condition. This is a joint work with Natsumi Oyamaguchi.
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Meeting ID: 818 6674 5751