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Evaluation of a soil greenhouse gas emission model based on Bayesian inference and MCMC: Model uncertainty

机译:基于贝叶斯推断和MCMC的土壤温室气体排放模型评估:模型不确定性

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We combined the Bayesian inference and the Markov Chain Monte Carlo (MCMC) technique to quantify uncertainties in the process-based soil greenhouse gas (GHG) emission models. The Metropolis–Hastings sampling was examined by comparing four univariate proposal distributions (UPDs: symmetric/ asymmetric uniform and symmetric/asymmetric normal) and one multinormal proposal distribution (MPD). Almost all the posterior parameter ranges from the MPD could be reduced to 1 order of magnitude. The simulation errors in CO_2 fluxes were much greater than those in N_2O fluxes, which resulted in a greater importance in model structure than in model parameters for CO_2 simulations. We suggested deriving the covariance matrix of parameters for MPD from the sampling results of a UPD; and generating a Markov chain by updating a single parameter rather than updating all parameters at each time. The method addressed in this paper can be used to evaluate uncertainties in other GHG emission models.
机译:我们结合了贝叶斯推断和马尔可夫链蒙特卡洛(MCMC)技术,以量化基于过程的土壤温室气体(GHG)排放模型中的不确定性。通过比较四个单变量建议分布(UPD:对称/非对称均匀和对称/非对称正态)和一个多正态建议分布(MPD),对Metropolis-Hastings抽样进行了检验。几乎所有来自MPD的后验参数范围都可以减小到1个数量级。 CO_2通量的模拟误差比N_2O通量的模拟误差大得多,这导致模型结构的重要性比用于CO_2模拟的模型参数更大。我们建议从UPD的采样结果中得出MPD参数的协方差矩阵。并通过更新单个参数而不是每次都更新所有参数来生成马尔可夫链。本文介绍的方法可用于评估其他温室气体排放模型中的不确定性。

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