S. Kim

activity

20152019

G_{n}^{k}

, braids and Brunnian braids

1 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.GT2019★ 1 cited

Artin's braids, Braids for three space, and groups $Γ_{n}^{4}$ and $G_{n}^{k}$

V. O. Manturov, S. Kim

We construct a group $Γ_{n}^{4}$ corresponding to the motion of points in $R^{3}$ from the point of view of Delaunay triangulations. We study homomorphisms from pure braid…

math.GT2016★ 1 cited

On groups $G_{n}^{k}$ , braids and Brunnian braids

S. Kim, V. O. Manturov

In \cite{Manturov} the second author defined the $k$ -free braid group with $n$ strands $G_{n}^{k}$ . These groups appear naturally as groups describing dynamical systems of $n$ part…

math.GT2015

The group $G_{n}^{2}$ and Invariants of Free Knots Valued in Free Groups

S. Kim, V. O. Manturov

In the present paper, we define an invariant of free links valued in a free product of some copies of $Z_{2}$ . In \cite{Ma2} the second named author constructed a connecti…

Artin's braids, Braids for three space, and groups Γn4​ and Gnk​

On groups Gnk​, braids and Brunnian braids

The group Gn2​ and Invariants of Free Knots Valued in Free Groups

Artin's braids, Braids for three space, and groups $Γ_{n}^{4}$ and $G_{n}^{k}$

On groups $G_{n}^{k}$ , braids and Brunnian braids

The group $G_{n}^{2}$ and Invariants of Free Knots Valued in Free Groups