论文标题
关于格里菲斯的猜想
On Griffiths conjecture
论文作者
论文摘要
通过使用全体形射流和雅各布田的技术，我们将霍明态曲线的非均等分配理论设计成相交的复杂的投射品种，从而相交正常的交叉分裂。基于这一理论，我们证明了Nevanlinna理论和代数几何形状中的Griffiths猜想和绿色长期的猜想。
By using techniques of holomorphic jets and Jacobian fields, we devise a non-equidistribution theory of holomorphic curves into complex projective varieties intersecting normal crossing divisors. Based on this theory established, we prove the Griffiths conjecture and the Green-Griffiths conjecture in Nevanlinna theory and algebraic geometry.
