论文标题
泊松点云上功能的紧凑定理
A Compactness Theorem for functions on Poisson point clouds
论文作者
论文摘要
在这项工作中，我们显示了针对泊松点云的离散函数的紧凑定理。我们考虑具有地位的非本地$ p $ -Dirichlet Energy的序列：新颖性在于计算非本地能量的中间交互制度。
In this work we show a compactness Theorem for discrete functions on Poisson point clouds. We consider sequences with equibounded non-local $p$-Dirichlet energy: the novelty consists in the intermediate-interaction regime at which the non-local energy is computed.
