Jie Wu

most citedOn the pure virtual braid group

P V_{3}

4 citations · 7 across the 3 of their papers we have counts for

collaborators

3 papers

math.AT2011★ 1 cited

Homotopy groups as centers of finitely presented groups

Roman Mikhailov, Jie Wu

For every finite abelian group $A$ and $n \geq 3$ , we construct a finitely presented group defined by explicit generators and relations, such that its center is $π_{n} (Σ K (A, 1))$ .

math.GT2009★ 2 cited

Brunnian Braids on Surfaces

V. G. Bardakov, R. Mikhailov, V. V. Vershinin +1

We determine a set of generators for the Brunnian braids on a general surface $M$ for $M \neq = S^{2}$ or $\RP^2$. For the case $M = S^{2}$ or $\RP^2$, a set of generators for the Brunnian…

math.GT2009★ 4 cited

On the pure virtual braid group $P V_{3}$

V. G. Bardakov, R. Mikhailov, V. V. Vershinin +1

In this article, we investigate various properties of the pure virtual braid group PV_3. From its canonical presentation, we obtain a free product decomposition of PV_3. As a conse…

Homotopy groups as centers of finitely presented groups

Brunnian Braids on Surfaces

On the pure virtual braid group PV3​

On the pure virtual braid group $P V_{3}$