论文标题
关于等分定理，用于多态线束的多序列
On equidistribution theorem for multi-sequences of holomorphic line bundles
论文作者
论文摘要
给定了几个遗传性溶性线的序列捆绑$ \ {（l_ {kp}，h_ {kp}）\} _ {p = 1}^{\ infty} $，我们建立了$ l_ {kp} $的随机零态部分的常见零分布。我们还研究了一系列伪有效的线束的尺寸生长。
Given several sequences of Hermitian holomorphic line bundles $\{(L_{kp}, h_{kp})\}_{p=1}^{\infty}$, we establish the distribution of common zeros of random holomorphic sections of $L_{kp}$ with respect to singular measures. We also study the dimension growth for a sequence of pseudo-effective line bundles.
