Reconstructing contiguous regions of an ancestral genome

Jian Ma, Louxin Zhang, Bernard B. Suh, Brian J. Raney, Richard C. Burhans, W. James Kent, Mathieu Blanchette, David Haussler, Webb Miller

Research output: Contribution to journalArticlepeer-review

Abstract

This article analyzes mammalian genome rearrangements at higher resolution than has been published to date. We identify 3171 intervals, covering ∼92% of the human genome, within which we find no rearrangements larger than 50 kilobases (kb) in the lineages leading to human, mouse, rat, and dog from their most recent common ancestor. Combining intervals that are adjacent in all contemporary species produces 1338 segments that may contain large insertions or deletions but that are free of chromosome fissions or fusions as well as inversions or translocations >50 kb in length. We describe a new method for predicting the ancestral order and orientation of those intervals from their observed adjacencies in modern species. We combine the results from this method with data from chromosome painting experiments to produce a map of an early mammalian genome that accounts for 96.8% of the available human genome sequence data. The precision is further increased by mapping inversions as small as 31 bp. Analysis of the predicted evolutionary breakpoints in the human lineage confirms certain published observations but disagrees with others. Although only a few mammalian genomes are currently sequenced to high precision, our theoretical analyses and computer simulations indicate that our results are reasonably accurate and that they will become highly accurate in the foreseeable future. Our methods were developed as part of a project to reconstruct the genome sequence of the last ancestor of human, dogs, and most other placental mammals.

Original languageEnglish (US)
Pages (from-to)1557-1565
Number of pages9
JournalGenome Research
Volume16
Issue number12
DOIs
StatePublished - Dec 2006
Externally publishedYes

ASJC Scopus subject areas

  • Genetics
  • Genetics(clinical)

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