4.2 Article Proceedings Paper

Incorporating intergenic regions into reversal and transposition distances with indels

出版社

WORLD SCIENTIFIC PUBL CO PTE LTD
DOI: 10.1142/S0219720021400114

关键词

Genome rearrangements; reversals; transpositions; indels; intergenic regions

资金

  1. National Council of Technological and Scientific Development, CNPq [425340/2016-3]
  2. Coordenacao de Aperfeicoamento de Pessoal de Nivel Superior - Brasil (CAPES) [001]
  3. Sao Paulo Research Foundation, FAPESP [2013/08293-7, 2015/11937-9, 2017/12646-3, 2019/27331-3]

向作者/读者索取更多资源

The genome rearrangement field focuses on minimizing the number of genome rearrangements through pairwise genome comparisons. Models should consider gene order, intergenic regions, and types of rearrangement events.
Problems in the genome rearrangement field are often formulated in terms of pairwise genome comparison: given two genomes G(1) and G(2), find the minimum number of genome rearrangements that may have occurred during the evolutionary process. This broad definition lacks at least two important considerations: the first being which features are extracted from genomes to create a useful mathematical model, and the second being which types of genome rearrangement events should be represented. Regarding the first consideration, seminal works in the genome rearrangement field solely used gene order to represent genomes as permutations of integer numbers, neglecting many important aspects like gene duplication, intergenic regions, and complex interactions between genes. Regarding the second consideration, some rearrangement events are widely studied such as reversals and transpositions. In this paper, we shed light on the first consideration and created a model that takes into account gene order and the number of nucleotides in intergenic regions. In addition, we consider events of reversals, transpositions, and indels (insertions and deletions) of genomic material. We present a 4-approximation algorithm for reversals and indels, a 4:5-approximation algorithm for transpositions and indels, and a 6-approximation for reversals, transpositions, and indels.

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