2018
DOI: 10.1101/426593
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ICTD: A semi-supervised cell type identification and deconvolution method for multi-omics data

Abstract: Traditional deconvolution methods infer the relative proportions of predefined cell types through either regression-or enrichment-based approaches. However, there are several challenges that remain unsolved in the current formulations, including (1) identifying the Immune/Stromal (I/S) cell types that truly exists in a tissue, (2) identifying the marker genes for each cell type that are specifically expressed by one or a few I/S cell types in a TME, (3) co-linearity among I/S proportions due to their co-infilt… Show more

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Cited by 10 publications
(13 citation statements)
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References 20 publications
(32 reference statements)
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“…Deconvolution studies were performed with CIBERSORT [19], which accurately quantifies the relative levels of different types of immune cells within a complex mixture of gene expression, and we used GED-IT to predict the cell type composition of tissue samples. We also used ICTD to deconvolute and identify immune cells [20].…”
Section: Deconvolution Analysismentioning
confidence: 99%
“…Deconvolution studies were performed with CIBERSORT [19], which accurately quantifies the relative levels of different types of immune cells within a complex mixture of gene expression, and we used GED-IT to predict the cell type composition of tissue samples. We also used ICTD to deconvolute and identify immune cells [20].…”
Section: Deconvolution Analysismentioning
confidence: 99%
“…We have utilized our in-house deconvolution method, ICTD (identification of cell types and deconvolution) to estimate the relative proportions among 21 immune and stromal cell types in each TCGA sample (60).…”
Section: Deconvolution Analysismentioning
confidence: 99%
“…In this study, we define a cell type is "transcriptomically identifiable" if its ground-truth proportion =×% > and estimated as " =×% > have high correlation, i.e.. B =×% > , " =×% > C = 1 − and is substantially small, where " =×% > is the th row of " , ( ×% , and 8 as the number of "identifiable" cell types. A strong condition for a cell type to be identifiable is that it has uniquely expressed genes [24]. Here we provided a comprehensive mathematical derivation of the relationship between cell type unique expression and identifiability of cell proportion in the Supplementary Notes.…”
Section: Mathematical Consideration and Problem Formulationmentioning
confidence: 99%