Abstract

BackgroundA precise understanding of structural variants (SVs) in DNA is important in the study of cancer and population diversity. Many methods have been designed to identify SVs from DNA sequencing data. However, the problem remains challenging because existing approaches suffer from low sensitivity, precision, and positional accuracy. Furthermore, many existing tools only identify breakpoints, and so not collect related breakpoints and classify them as a particular type of SV. Due to the rapidly increasing usage of high throughput sequencing technologies in this area, there is an urgent need for algorithms that can accurately classify complex genomic rearrangements (involving more than one breakpoint or fusion).ResultsWe present CLOVE, an algorithm for integrating the results of multiple breakpoint or SV callers and classifying the results as a particular SV. CLOVE is based on a graph data structure that is created from the breakpoint information. The algorithm looks for patterns in the graph that are characteristic of more complex rearrangement types. CLOVE is able to integrate the results of multiple callers, producing a consensus call.ConclusionsWe demonstrate using simulated and real data that re-classified SV calls produced by CLOVE improve on the raw call set of existing SV algorithms, particularly in terms of accuracy.CLOVE is freely available from http://www.github.com/PapenfussLab.

Highlights

  • A precise understanding of structural variants (SVs) in DNA is important in the study of cancer and population diversity

  • We investigate the sensitivity, precision, and accuracy statistics, which calls for the classic contingency tables of true positives (TP), false positives (FP), false negatives (FN)

  • To introduce rearrangements into the sequence context, we compare the read data to a slightly distant reference strain: E. coli K12. This causes a number of relative genomic rearrangements in the donor genome on which we can test the effectiveness of CLOVE

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Summary

Introduction

A precise understanding of structural variants (SVs) in DNA is important in the study of cancer and population diversity. Many methods have been designed to identify SVs from DNA sequencing data. Due to the rapidly increasing usage of high throughput sequencing technologies in this area, there is an urgent need for algorithms that can accurately classify complex genomic rearrangements (involving more than one breakpoint or fusion). A precise understanding of SVs is important in the study of population diversity, cancer [2,3,4] and other diseases (e.g. Charcot-Marie Tooth [5] and autism [6]). The increasing usage of high throughput sequencing technologies has led to advances in the discovery and genotyping of structural variants in germline and somatic cells [7,8,9].

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