Title: Joint statistical inference of clonal populations from single cell and bulk tumour sequencing data
Type Software Salehi, Sohrab, Steif, Adi, Roth, Andrew, Aparicio, Sameul, Bouchard-Côté, Alexandre, Shah, Sohrab (2016): Joint statistical inference of clonal populations from single cell and bulk tumour sequencing data. Zenodo. Software. https://zenodo.org/record/220987
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Summary
A statistical framework leveraging data obtained from both single cell and bulk sequencing strategies. The ddClone (Salehi et al.) approach is predicated on the notion that single cell sequencing data will inform and improve clustering of allele fractions derived from bulk sequencing data in a joint statistical model. ddClone combines a Bayesian non-parametric prior informed by single cell data with a likelihood model based on bulk sequencing data to infer clonal population architecture. Intuitively, the prior encourages genomic loci with co-occurring mutations in single cells to cluster together. Using a cell-locus binary matrix from single cell sequencing, ddClone computes a distance matrix between mutations using the Jaccard distance with exponential decay. This matrix is then used as a prior for inference over mutation clusters and their prevalences from deeply sequenced bulk data in a distance-dependent Chinese restaurant process (Frazier and Blei 2012) framework. The output of the model is the most probable set of mutational clusters present and the prevalence of each mutation in the population. The code is based on the ddCRP model, as introduced and implemented in (Frazier and Blei 2012).
More information
- DOI: 10.5281/zenodo.220987
Subjects
- intra-tumour heterogeneity; clonal evolution; joint probabilistic model; distance dependent; Chinese restaurant process; single cell sequencing; next generation sequencing
Dates
- Publication date: 2016
- Issued: December 23, 2016
Rights
- https://opensource.org/licenses/GPL-2.0 GNU General Public License v2.0 only
- info:eu-repo/semantics/openAccess Open Access
Format
electronic resource
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