Inferring demographic and selective histories from population genomic data using a 2-step approach in species with coding-sparse genomes: an application to human data

Journal Article · 29 January 2025 · G3

DOI: https://doi.org/10.1093/g3journal/jkaf019 · OSTI ID:2560543

Soni, Vivak ; Jensen, Jeffrey D.; Sethuraman, ed., A.

Abstract The demographic history of a population, and the distribution of fitness effects (DFE) of newly arising mutations in functional genomic regions, are fundamental factors dictating both genetic variation and evolutionary trajectories. Although both demographic and DFE inference has been performed extensively in humans, these approaches have generally either been limited to simple demographic models involving a single population, or, where a complex population history has been inferred, without accounting for the potentially confounding effects of selection at linked sites. Taking advantage of the coding-sparse nature of the genome, we propose a 2-step approach in which coalescent simulations are first used to infer a complex multi-population demographic model, utilizing large non-functional regions that are likely free from the effects of background selection. We then use forward-in-time simulations to perform DFE inference in functional regions, conditional on the complex demography inferred and utilizing expected background selection effects in the estimation procedure. Throughout, recombination and mutation rate maps were used to account for the underlying empirical rate heterogeneity across the human genome. Importantly, within this framework it is possible to utilize and fit multiple aspects of the data, and this inference scheme represents a generalized approach for such large-scale inference in species with coding-sparse genomes.

• Sponsoring Organization: USDOE
• OSTI ID: 2560543
• Journal Information: G3, Journal Name: G3 Journal Issue: 4 Vol. 15; ISSN 2160-1836
• Publisher: Oxford University PressCopyright Statement
• Country of Publication: United States
• Language: English