most citedOn the moduli spaces of parabolic symplectic orthogonal bundles on curves

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

collaborators

3 papers

math.AG2022★ 1 cited

A torsion property of the zero of Kodaira-Spencer over removing four points

Xiaojin Lin, Mao Sheng, Jianping Wang

We establish a torsion theorem to the effect that the unique zero of the Kodaira-Spencer map attached to a certain quasi-semistable family of complex projective varieties over the…

math.AG2021

Tensor product theorem for parabolic -connections

Mao Sheng, Jianping Wang

We establish a tensor product theorem for slope semistable parabolic -connections over smooth projective varieties in arbitrary characteristic.

math.AG2021★ 1 cited

On the moduli spaces of parabolic symplectic orthogonal bundles on curves

Jianping Wang, Xueqing Wen

We prove that the moduli spaces of parabolic symplectic/orthogonal bundles on a smooth curve are globally F regular type. As a consequence, all higher cohomology of theta line bund…