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Models and Simulation of 3D Neuronal Dendritic Trees Using Bayesian Networks

机译:贝叶斯网络的3D神经元树突树模型与仿真

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Neuron morphology is crucial for neuronal connectivity and brain information processing. Computational models are important tools for studying dendritic morphology and its role in brain function. We applied a class of probabilistic graphical models called Bayesian networks to generate virtual dendrites from layer III pyramidal neurons from three different regions of the neocortex of the mouse. A set of 41 morphological variables were measured from the 3D reconstructions of real dendrites and their probability distributions used in a machine learning algorithm to induce the model from the data. A simulation algorithm is also proposed to obtain new dendrites by sampling values from Bayesian networks. The main advantage of this approach is that it takes into account and automatically locates the relationships between variables in the data instead of using predefined dependencies. Therefore, the methodology can be applied to any neuronal class while at the same time exploiting class-specific properties. Also, a Bayesian network was defined for each part of the dendrite, allowing the relationships to change in the different sections and to model heterogeneous developmental factors or spatial influences. Several univariate statistical tests and a novel multivariate test based on Kullback–Leibler divergence estimation confirmed that virtual dendrites were similar to real ones. The analyses of the models showed relationships that conform to current neuroanatomical knowledge and support model correctness. At the same time, studying the relationships in the models can help to identify new interactions between variables related to dendritic morphology.
机译:神经元形态对于神经元连通性和大脑信息处理至关重要。计算模型是研究树突形态及其在脑功能中的作用的重要工具。我们应用了一类称为贝叶斯网络的概率图形模型,以从小鼠新皮层的三个不同区域的第三层锥体神经元生成虚拟树突。从真实树突的3D重建中测量了一组41个形态学变量,并将其概率分布用于机器学习算法中以从数据中得出模型。还提出了一种仿真算法,通过对来自贝叶斯网络的值进行采样来获得新的树枝状晶体。这种方法的主要优点是它考虑并自动定位了数据中变量之间的关系,而不是使用预定义的依赖关系。因此,该方法可以应用于任何神经元类别,同时可以利用特定类别的属性。此外,为树突的每个部分定义了贝叶斯网络,从而允许关系在不同部分中发生变化,并为异质发展因素或空间影响建模。若干单变量统计检验和一种基于Kullback-Leibler散度估计的新颖多元检验证实,虚拟树突与真实树突相似。对模型的分析显示出符合当前神经解剖学知识并支持模型正确性的关系。同时,研究模型中的关系可以帮助识别与树突形态相关的变量之间的新相互作用。

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