2022
DOI: 10.1016/j.topol.2022.108234
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Surface-link families with arbitrarily large triple point number

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“…Quandle cocycles have been used to study classical links as well as surface-links. The quandle cocycle invariant and weights of quandle cocycles have been used to calculate the triple point number of surface-links [9,[26][27][28][29]. This section computes several second and third quandle cohomology groups of P σ n since cocycles of this order can be used to define knot invariants.…”
Section: Cohomology Groups Of P σ Nmentioning
confidence: 99%
“…Quandle cocycles have been used to study classical links as well as surface-links. The quandle cocycle invariant and weights of quandle cocycles have been used to calculate the triple point number of surface-links [9,[26][27][28][29]. This section computes several second and third quandle cohomology groups of P σ n since cocycles of this order can be used to define knot invariants.…”
Section: Cohomology Groups Of P σ Nmentioning
confidence: 99%