Weibiao Wang

activity

20202026

most citedExtendable periodic automorphisms of closed surfaces over the 3-sphere

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

collaborators

3 papers

math.GT2026

$Z_{2}$ -Thurston norm in Sol manifolds and embeddability of non-orientable surfaces

Xiaoming Du, Weibiao Wang

For every Sol manifold $M$ , we determine the $Z_{2}$ -Thurston norm of every element in $H_{2} (M; Z_{2})$ . Each Sol manifold is either a torus bundle over the circle or a…

math.GT2021★ 2 cited

Extendable periodic automorphisms of closed surfaces over the 3-sphere

Chao Wang, Weibiao Wang

A periodic automorphism of a surface $Σ$ is said to be extendable over $S^{3}$ if it extends to a periodic automorphism of the pair $(S^{3}, Σ)$ for some possible embedding $Σ \to S^{3}$ .…

math.GT2020

New criteria and constructions of Brunnian links

Sheng Bai, Weibiao Wang

We present two practical and widely applicable methods, including some criteria and a general procedure, for detecting Brunnian property of a link, if each component is known to be…

Z2​-Thurston norm in Sol manifolds and embeddability of non-orientable surfaces

Extendable periodic automorphisms of closed surfaces over the 3-sphere

New criteria and constructions of Brunnian links

$Z_{2}$ -Thurston norm in Sol manifolds and embeddability of non-orientable surfaces