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On equidistribution theorem for multi-sequences of holomorphic line bundles
Published 6 Aug 2022 in math.CV | (2208.03517v1)
Abstract: 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.
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