A Two Stage Algorithm for Guiding Data Collection Towards Minimising Input Uncertainty

Drupad Parmar, Lucy E. Morgan, A. Titman, Richard Williams, S. Sanchez
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Abstract

In stochastic simulation the input models used to drive the simulation are often estimated by collecting data from the real-world system. This can be an expensive and time consuming process so it would therefore be useful to have some guidance on how much data to collect for each input model. Estimating the input models via data introduces a source of variance in the simulation response known as input uncertainty. In this paper we propose a two stage algorithm that guides the initial data collection procedure for a simulation experiment that has a fixed data collection budget, with the objective of minimising input uncertainty in the simulation response. Results show that the algorithm is able to allocate data in a close to optimal manner and compared to two alternative data collection approaches returns a reduced level of input uncertainty.
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一种引导数据收集以最小化输入不确定性的两阶段算法
在随机仿真中,用于驱动仿真的输入模型通常是通过从真实系统中收集数据来估计的。这可能是一个昂贵且耗时的过程,因此有一些关于为每个输入模型收集多少数据的指导是有用的。通过数据估计输入模型会在模拟响应中引入一个方差源,即输入不确定性。在本文中,我们提出了一种两阶段算法,该算法指导具有固定数据收集预算的模拟实验的初始数据收集过程,其目标是最小化模拟响应中的输入不确定性。结果表明,该算法能够以接近最优的方式分配数据,并且与两种可选的数据收集方法相比,返回的输入不确定性水平降低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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