几何组合能改善RNA分支预测吗?

IF 3.3 3区 生物学 Q2 BIOCHEMICAL RESEARCH METHODS
Svetlana Poznanović, Owen Cardwell, Christine Heitsch
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引用次数: 0

摘要

背景:先前对tRNA和5S rRNA的研究结果表明,修改多分支环熵罚函数中的参数可以显著提高二级结构预测的精度。然而,由于当时不太清楚的原因,两个家庭可能的改善幅度远远低于单独考虑时每个家庭的水平。结果:我们在这里通过显示每个家族都有一个独特的目标区域几何形状来解决这种二分法,这与其他家族不同,并且与它们自己的二核苷酸洗牌有很大不同。这需要一种更有效的方法来计算分支参数空间的必要信息,以及区域几何形状的新理论表征。结论:所获得的见解强烈地指出了考虑通过改变多环参数产生的多种可能的二级结构。我们提供的原理证明结果表明,这显著提高了Archive II基准测试数据集中所有8个额外家族的预测准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Can geometric combinatorics improve RNA branching predictions?

Background: Prior results for tRNA and 5S rRNA demonstrated that secondary structure prediction accuracy can be significantly improved by modifying the parameters in the multibranch loop entropic penalty function. However, for reasons not well understood at the time, the scale of improvement possible across both families was well below the level for each family when considered separately.

Results: We resolve this dichotomy here by showing that each family has a characteristic target region geometry, which is distinct from the other and significantly different from their own dinucleotide shuffles. This required a much more efficient approach to computing the necessary information from the branching parameter space, and a new theoretical characterization of the region geometries.

Conclusions: The insights gained point strongly to considering multiple possible secondary structures generated by varying the multiloop parameters. We provide proof-of-principle results that this significantly improves prediction accuracy across all 8 additional families in the Archive II benchmarking dataset.

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来源期刊
BMC Bioinformatics
BMC Bioinformatics 生物-生化研究方法
CiteScore
5.70
自引率
3.30%
发文量
506
审稿时长
4.3 months
期刊介绍: BMC Bioinformatics is an open access, peer-reviewed journal that considers articles on all aspects of the development, testing and novel application of computational and statistical methods for the modeling and analysis of all kinds of biological data, as well as other areas of computational biology. BMC Bioinformatics is part of the BMC series which publishes subject-specific journals focused on the needs of individual research communities across all areas of biology and medicine. We offer an efficient, fair and friendly peer review service, and are committed to publishing all sound science, provided that there is some advance in knowledge presented by the work.
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