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Cell-type-specific transcriptomes and the Allen Atlas (II): discussion of the linear model of brain-wide densities of cell types

机译:细胞类型特异性转录组和allen atlas(II):讨论   细胞类型的全脑密度的线性模型

摘要

The voxelized Allen Atlas of the adult mouse brain (at a resolution of 200microns) has been used in [arXiv:1303.0013] to estimate the region-specificityof 64 cell types whose transcriptional profile in the mouse brain has beenmeasured in microarray experiments. In particular, the model yields estimatesfor the brain-wide density of each of these cell types. We conduct numericalexperiments to estimate the errors in the estimated density profiles. First ofall, we check that a simulated thalamic profile based on 200 well-chosen genescan transfer signal from cerebellar Purkinje cells to the thalamus. Thisinspires us to sub-sample the atlas of genes by repeatedly drawing random setsof 200 genes and refitting the model. This results in a random distribution ofdensity profiles, that can be compared to the predictions of the model. Thisresults in a ranking of cell types by the overlap between the original andsub-sampled density profiles. Cell types with high rank include medium spinyneurons, several samples of cortical pyramidal neurons, hippocampal pyramidalneurons, granule cells and cholinergic neurons from the brain stem. In somecases with lower rank, the average sub-sample can have better contrastproperties than the original model (this is the case for amygdalar neurons anddopaminergic neurons from the ventral midbrain). Finally, we add some noise tothe cell-type-specific transcriptomes by mixing them using a scalar parameterweighing a random matrix. After refitting the model, we observe than a mixingparameter of $5\%$ leads to modifications of density profiles that span thesame interval as the ones resulting from sub-sampling.
机译:成年小鼠大脑的体素化艾伦地图集(分辨率为200微米)已用于[arXiv:1303.0013]中,以评估已通过微阵列实验测量了其在小鼠大脑中转录谱的64种细胞类型的区域特异性。特别是,该模型得出了这些细胞类型中每种细胞的全脑密度的估计值。我们进行数值实验以估计估计的密度剖面中的误差。首先,我们检查基于200个精心选择的基因的模拟丘脑轮廓是否可以将信号从小脑浦肯野细胞转移到丘脑。这启发我们通过重复绘制200个基因的随机集合并重新拟合模型来对基因图集进行子采样。这导致密度分布的随机分布,可以将其与模型的预测进行比较。通过原始和次采样的密度分布图之间的重叠,可以对细胞类型进行排序。具有高等级的细胞类型包括中等的梭神经龙,几个皮质锥体神经元,海马锥体神经元,颗粒细胞和来自脑干的胆碱能神经元。在某些等级较低的情况下,平均子样本可能具有比原始模型更好的对比度特性(腹侧中脑的杏仁核神经元和多巴胺能神经元就是这种情况)。最后,我们通过使用权重参数加权随机矩阵来混合特定于细胞类型的转录组,从而增加了一些噪声。调整模型后,我们观察到$ 5 \%$的混合参数会导致密度分布的修改,该密度分布与子采样所产生的密度分布具有相同的间隔。

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