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Bayesian calibration of terrestrial ecosystem models: a study of advanced Markov chain Monte Carlo methods

机译:陆地生态系统模型的贝叶斯校准:先进的马尔可夫链蒙特卡洛方法研究

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Calibration of terrestrial ecosystem models is important but challenging. Bayesian inference implemented by Markov chain Monte Carlo (MCMC) sampling provides a comprehensive framework to estimate model parameters and associated uncertainties using their posterior distributions. The effectiveness and efficiency of the method strongly depend on the MCMC algorithm used. In this work, a differential evolution adaptive Metropolis (DREAM) algorithm is used to estimate posterior distributions of 21 parameters for the data assimilation linked ecosystem carbon (DALEC) model using 14?years of daily net ecosystem exchange data collected at the Harvard Forest Environmental Measurement Site eddy-flux tower. The calibration of DREAM results in a better model fit and predictive performance compared to the popular adaptive Metropolis (AM) scheme. Moreover, DREAM indicates that two parameters controlling autumn phenology have multiple modes in their posterior distributions while AM only identifies one mode. The application suggests that DREAM is very suitable to calibrate complex terrestrial ecosystem models, where the uncertain parameter size is usually large and existence of local optima is always a concern. In addition, this effort justifies the assumptions of the error model used in Bayesian calibration according to the residual analysis. The result indicates that a heteroscedastic, correlated, Gaussian error model is appropriate for the problem, and the consequent constructed likelihood function can alleviate the underestimation of parameter uncertainty that is usually caused by using uncorrelated error models.
机译:陆地生态系统模型的校准很重要,但具有挑战性。由马尔可夫链蒙特卡洛(MCMC)采样实现的贝叶斯推断为使用模型的后验分布估计模型参数和相关的不确定性提供了一个全面的框架。该方法的有效性和效率在很大程度上取决于所使用的MCMC算法。在这项工作中,使用哈佛森林环境测量局收集的14年每日净生态系统交换数据,使用差分演化自适应大都会算法(DREAM)估算数据同化关联生态系统碳(DALEC)模型的21个参数的后验分布。现场涡流塔。与流行的自适应大都会(AM)方案相比,DREAM的校准可提供更好的模型拟合和预测性能。此外,DREAM表示控制秋季物候的两个参数在其后验分布中具有多种模式,而AM仅识别一种模式。该应用表明,DREAM非常适用于校准复杂的陆地生态系统模型,在该模型中,不确定的参数大小通常很大,并且始终存在局部最优问题。此外,这项工作根据残差分析证明了贝叶斯校准中使用的误差模型的假设是正确的。结果表明,异方差,相关的高斯误差模型适用于该问题,因此构造的似然函数可以减轻通常因使用不相关的误差模型而引起的参数不确定性的低估。

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