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Improving particle filters in rainfall-runoff models: application of the resample-move step and the ensemble Gaussian particle filter

机译:在降雨 - 径流模型中改进粒子滤波器:应用重采样 - 移动步骤和集合高斯粒子滤波器

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摘要

The objective of this paper is to analyse the improvement in the performance of the particle filter by including a resample-move step or by using a modified Gaussian particle filter. Specifically, the standard particle filter structure is altered by the inclusion of the Markov chain Monte Carlo move step. The second choice adopted in this study uses the moments of an ensemble Kalman filter analysis to define the importance density function within the Gaussian particle filter structure. Both variants of the standard particle filter are used in the assimilation of densely sampled discharge records into a conceptual rainfall-runoff model. The results indicate that the inclusion of the resample-move step in the standard particle filter and the use of an optimal importance density function in the Gaussian particle filter improve the effectiveness of particle filters. Moreover, an optimization of the forecast ensemble used in this study allowed for a better performance of the modified Gaussian particle filter compared to the particle filter with resample-move step.
机译:本文的目的是通过包括重新采样步骤或使用改进的高斯粒子滤波器来分析粒子滤波器性能的提高。具体而言,通过包含马尔可夫链蒙特卡洛移动步骤来更改标准粒子过滤器的结构。本研究采用的第二种选择是使用集成卡尔曼滤波器分析的矩来定义高斯粒子滤波器结构内的重要密度函数。标准颗粒过滤器的两种变体都用于将密集采样的排放记录同化为概念性降雨径流模型。结果表明,在标准粒子过滤器中包括重新采样移动步骤以及在高斯粒子过滤器中使用最佳重要性密度函数可提高粒子过滤器的效率。此外,与使用重采样移动步骤的粒子滤波器相比,本研究中使用的预测集合的优化使改进的高斯粒子滤波器的性能更好。

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