bioRxivBioinformaticsPreprint
Qombucha: Reconstructing unobserved progenitor methylation profiles reveals distinct developmental programs in glioblastoma
Xuan Cindy LiiD, H. LalchungnungaiD, Ananth HariiD, Yuelin LiuiD, Omkar SinghiD, Zhichao WuiD, Zied AbdullaeviD, Stephen M. MountiD, Kenneth AldapeiD, Eytan RuppiniD, Alejandro A. SchäfferiD, S. Cenk ŞahinalpiD
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Abstract
Glioblastoma (GBM) is a highly aggressive brain cancer characterized by substantial intratumoral heterogeneity. Previous research demonstrates that GBM may have complex cell origins. To elucidate the interplay between brain development and GBM progression, we developed Qombucha (Quadratic prOgraMming Based tUmor deConvolution with cell HierArchy), a computational framework that uses DNA methylation data to infer tumor cell-type composition and profiles of unobserved progenitor cells. Unprecedentedly, Qombucha incorporates a developmental cell hierarchy that models mature brain cell types and their progenitors. Applied to a large TCGA GBM dataset spanning the RTK I, RTK II, and MES TYP subtypes, Qombucha identifies a distinct cell type composition profile for each subtype and recapitulates known biological patterns, including elevated microglia infiltration in MES TYP tumors. It also identifies subtype-specific developmental programs and shows that higher progenitor-cell abundance is associated with poorer survival. Qombucha-imputed cell fractions map methylation profiles of tumor samples to a compact, 11-dimensional latent space; in an independent NCI GBM cohort, this compact representation improves subtype clustering and enables accurate subtype classification, achieving performance comparable to state-of-the-art models based on full methylation profiles with much higher dimensionality. These results suggest that tumor cellular composition captures the core biological axes along which GBM subtypes diverge.
- organism: human
- assay: DNA methylation
- research focus: deconvolution
- research focus: clustering
- research focus: benchmarking
- approach: statistical model
- approach: matrix factorization
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