基因组
隐马尔可夫模型
计算机科学
机器学习
马尔可夫模型
软件
马尔可夫链
数据挖掘
分类器(UML)
背景(考古学)
计算生物学
分类等级
人工智能
生物
遗传学
基因
分类单元
古生物学
程序设计语言
植物
作者
David J. Burks,Rajeev K. Azad
出处
期刊:Bioinformatics
[Oxford University Press]
日期:2020-06-03
卷期号:36 (14): 4130-4136
被引量:8
标识
DOI:10.1093/bioinformatics/btaa562
摘要
Abstract Motivation Alignment-free, stochastic models derived from k-mer distributions representing reference genome sequences have a rich history in the classification of DNA sequences. In particular, the variants of Markov models have previously been used extensively. Higher-order Markov models have been used with caution, perhaps sparingly, primarily because of the lack of enough training data and computational power. Advances in sequencing technology and computation have enabled exploitation of the predictive power of higher-order models. We, therefore, revisited higher-order Markov models and assessed their performance in classifying metagenomic sequences. Results Comparative assessment of higher-order models (HOMs, 9th order or higher) with interpolated Markov model, interpolated context model and lower-order models (8th order or lower) was performed on metagenomic datasets constructed using sequenced prokaryotic genomes. Our results show that HOMs outperform other models in classifying metagenomic fragments as short as 100 nt at all taxonomic ranks, and at lower ranks when the fragment size was increased to 250 nt. HOMs were also found to be significantly more accurate than local alignment which is widely relied upon for taxonomic classification of metagenomic sequences. A novel software implementation written in C++ performs classification faster than the existing Markovian metagenomic classifiers and can therefore be used as a standalone classifier or in conjunction with existing taxonomic classifiers for more robust classification of metagenomic sequences. Availability and implementation The software has been made available at https://github.com/djburks/SMM. Contact Rajeev.Azad@unt.edu Supplementary information Supplementary data are available at Bioinformatics online.
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