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Improvements to the use of the Trajectory-Adaptive Multilevel Sampling algorithm for the study of rare events

机译:改进轨迹自适应多级采样算法研究稀有事件的研究

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The Trajectory-Adaptive Multilevel Sampling (TAMS) is a promising method to determine probabilities of noise-induced transition in multi-stable high-dimensional dynamical systems. In this paper, we focus on two improvements of the current algorithm related to (i) the choice of the target set and (ii) the formulation of the score function. In particular, we use confidence ellipsoids determined from linearised dynamics in the choice of the target set. Furthermore, we define a score function based on empirical transition paths computed at relatively high noise levels. The suggested new TAMS method is applied to two typical problems illustrating the benefits of the modifications.
机译:轨迹 - 自适应多级采样(TAMS)是一种有希望的方法,用于确定多稳态高维动力系统中噪声引起的过渡概率的有希望的方法。 在本文中,我们专注于与(i)目标集合的当前算法的两种改进,并(ii)分数函数的配方。 特别是,我们在选择目标集中使用从线性动态确定的信心椭球。 此外,我们基于以相对高噪声水平计算的经验转换路径来定义得分函数。 建议的新TAMS方法应用于说明修改的益处的两个典型问题。

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