Recent technological advancements have enabled detailed investigation of associations between the molecular architecture and tumor heterogeneity, through multi-source integration of radiological imaging and genomic (radiogenomic) data. In this paper, we integrate and harness radiogenomic data in patients with lower grade gliomas (LGG), a type of brain cancer, in order to develop a regression framework called RADIOHEAD (RADIOgenomic analysis incorporating tumor HEterogeneity in imAging through Densities) to identify radiogenomic associations. Imaging data is represented through voxel intensity probability density functions of tumor sub-regions obtained from multimodal magnetic resonance imaging, and genomic data through molecular signatures in the form of pathway enrichment scores corresponding to their gene expression profiles. Employing a Riemannian-geometric framework for principal component analysis on the set of probability densities functions, we map each probability density to a vector of principal component scores, which are then included as predictors in a Bayesian regression model with the pathway enrichment scores as the response. Variable selection compatible with the grouping structure amongst the predictors induced through the tumor sub-regions is carried out under a group spike-and-slab prior. A Bayesian false discovery rate mechanism is then used to infer significant associations based on the posterior distribution of the regression coefficients. Our analyses reveal several pathways relevant to LGG etiology (such as synaptic transmission, nerve impulse and neurotransmitter pathways), to have significant associations with the corresponding imaging-based predictors.
翻译:最近的技术进展使人们得以通过放射性成像和基因组(放射基因组)数据的多来源整合,对分子结构与肿瘤异质性之间的联系进行详细调查。在本文件中,我们整合并使用低品位显微瘤(一种脑癌)患者的放射基因组数据,以开发一个叫做RADIOHEAD(包含通过密度形成肿瘤神经元化的肿瘤高度分析的雷达基因组分析)的回归框架,从而确定放射基因组的联系。通过多式磁变现成像和基因组(放射基因组)数据多源整合放射神经成像和基因组基因组(放射组)的肿瘤子群密度概率密度功能,通过分子签名在与其基因表达特征相对应的分数中进行浓缩分数分析。在概率密度值函数函数组合分析中,我们将每种概率密度与主要成分分数的矢量进行测绘,然后在Bayesiarial回归模型中以路径浓缩分数作为响应。在多式磁子组中,在与先前的直径直径结构中进行可变量选择,在先前的直径直径直径分析中,在先前的直系中,在先前的直径变的直径结构结构中,在先前的直系中,在先前的直系中,通过测测测测测测测测变。