论文标题
SSEP的中度偏差较慢
Moderate Deviations for the SSEP with a Slow Bond
论文作者
论文摘要
我们考虑具有缓慢键的一维对称简单排除过程。在此模型中，粒子以$ n^2 $的价格交叉每个债券，除了一种特定的债券，即慢速债券，速率为$ n $。上面，$ n $是缩放参数。在流体动力学限制，波动和较大偏差的背景下考虑了该模型。我们研究了与流体动力学的中等偏差，并获得了中等偏差原理。
We consider the one dimensional symmetric simple exclusion process with a slow bond. In this model, particles cross each bond at rate $N^2$, except one particular bond, the slow bond, where the rate is $N$. Above, $N$ is the scaling parameter. This model has been considered in the context of hydrodynamic limits, fluctuations and large deviations. We investigate moderate deviations from hydrodynamics and obtain a moderate deviation principle.
