论文标题
在完整的两部分图上的入侵模型的排序分布
Quasistationary Distribution for the Invasion Model on a Complete Bipartite Graph
论文作者
论文摘要
物理学家引入和研究了完整的Bibartitle图上的入侵模型，作为复杂网络上意见动力学的基本模型。我们确定模型的排序分布的极限，因为一个分区大小趋向于无穷大。极限是一个高度分散的措施。该模型的一个独特特征是具有非平凡相互作用的两个时间尺度。工作和结果补充，与密切相关的选民模型的类似结果形成鲜明对比。
The Invasion Model on the complete bibartitle graph was introduced and studied by physicists as a rudimentary model for opinion dynamics on complex networks. We identify the limit of the Quasistationary distribution for the model as one partition size tends to infinity. The limit is a highly dispersed measure. A distinctive feature of the model is that of two time scales with non-trivial interaction. The work and the results complement and are in sharp contrast to the analogous results on the closely related Voter Model.
