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Towards Confident Bayesian Parameter Estimation in Stochastic Chemical Kinetics

机译:在随机化学动力学中实现自信的贝叶斯参数估计

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We investigate the feasibility of Bayesian parameter inference for chemical reaction networks described in the low copy number regime. Here stochastic models are often favorable implying that the Bayesian approach becomes natural. Our discussion circles around a concrete oscillating system describing a circadian rhythm, and we ask if its parameters can be inferred from observational data. The main challenge is the lack of analytic likelihood and we circumvent this through the use of a synthetic likelihood based on summarizing statistics. We are particularly interested in the robustness and confidence of the inference procedure and therefore estimates a priori as well as a posteriori the information content available in the data. Our all-synthetic experiments are successful but also point out several challenges when it comes to real data sets.
机译:我们研究了低拷贝数制度中描述的化学反应网络的贝叶斯参数推断的可行性。 这里随机模型通常有利于暗示贝叶斯方法变得自然。 我们的讨论周围围绕描述昼夜节律的具体振荡系统,我们询问其参数是否可以从观察数据中推断出来。 主要挑战是缺乏分析可能性,通过使用基于统计数据的合成似然来规避这一点。 我们对推理过程的稳健性和置信感兴趣,因此估计了数据中可用的信息内容的先验和后验。 我们的全合成实验是成功的,但在真实数据集时也指出了几个挑战。

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