论文标题
高斯图形模型中成对相关性的指数衰减，具有等效性一维连接模式
Exponential decay of pairwise correlation in Gaussian graphical models with an equicorrelational one-dimensional connection pattern
论文作者
论文摘要
我们考虑与等效和一维有条件独立图相关的高斯图形模型。我们表明，成对相关性作为距离的函数呈指数衰减。当变量倾向于无穷大并量化有限情况和无限情况之间的差异时，我们还提供了一个限制。
We consider Gaussian graphical models associated with an equicorrelational and one-dimensional conditional independence graph. We show that pairwise correlation decays exponentially as a function of distance. We also provide a limit when the number of variables tend to infinity and quantify the difference between the finite and infinite cases.
