论文标题
有向图中的拉普拉斯动力学的底漆
A Primer on Laplacian Dynamics in Directed Graphs
论文作者
论文摘要
我们分析了一般一阶拉普拉斯过程在挖掘上的渐近行为。其中最重要的是与连续和离散时间的扩散和共识。我们将扩散和共识视为双重过程。这是单个作品中该材料的第一个完整阐述。
We analyze the asymptotic behavior of general first order Laplacian processes on digraphs. The most important ones of these are diffusion and consensus with both continuous and discrete time. We treat diffusion and consensus as dual processes. This is the first complete exposition of this material in a single work.
