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An Automatic Approximate Bayesian Computation Approach Using Metric Learning

机译:使用度量学习自动近似贝叶斯计算方法

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Recent progress in Bayesian inference has allowed for accurate posterior estimations in complex situations with no idea about a likelihood function. Currently, Approximate Bayesian Computation (ABC) techniques have emerged as a widely used set of free-likelihood methods. Although there is a large number of different ABC-based approaches across the literature, all they have in common a hard dependence on free parameters selection, demanding for expensive tuning procedures such as grid search or cross-validation. Here, we introduce an Automatic Metric Learning-based ABC approach, termed AML-ABC. Namely, AML-ABC matches the simulation and observation spaces within an ABC-based framework. Attained results on a synthetic dataset and a real-world ecological system show that our approach is a competitive method compared to other non-automatic state-of-the-art ABC techniques.
机译:贝叶斯推理的最近进展已经允许在复杂的情况下准确地估计,而不知道似然函数。目前,近似贝叶斯计算(ABC)技术已成为广泛使用的自由似然方法。虽然在整个文献中存在大量不同的ABC方法,但它们对自由参数选择的所有难度依赖,要求昂贵的调谐过程,例如网格搜索或交叉验证。在这里,我们介绍了一种基于自动度量学习的ABC方法,称为AML-ABC。即,AML-ABC与基于ABC的框架内的仿真和观察空间匹配。达到了合成数据集的结果和现实世界生态系统表明,与其他非自动最先进的ABC技术相比,我们的方法是一种竞争方法。

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