Jing Zhang

most citedThere Exist Nontrivial Threefolds with Vanishing Hodge Cohomology

6 citations · 7 across the 2 of their papers we have counts for

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math.AG2005★ 6 cited

There Exist Nontrivial Threefolds with Vanishing Hodge Cohomology

Jing Zhang

We analyze the structure of the algebraic manifolds $Y$ of dimension 3 with $H^{i} (Y, Ω_{Y}^{j}) = 0$ for all $j \geq 0$ , $i > 0$ and $h^{0} (Y, O_{Y}) > 1$ , by showing the deformation…

math.AG2003★ 1 cited

Threefolds with Vanishing Hodge Cohomology

Jing Zhang

We consider algebraic manifolds $Y$ of dimension 3 over $C$ with $H^{i} (Y, Ω_{Y}^{j}) = 0$ for all $j \geq 0$ and $i > 0$ . Let $X$ be a smooth completion of $Y$ with $D = X - Y$ , an effecti…