递归分割在DNA序列分析中的应用

Wentian Li , Pedro Bernaola-Galván , Fatameh Haghighi , Ivo Grosse
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引用次数: 105

摘要

递归分割是一种将DNA序列划分为具有四种核苷酸a、C、G和T组成的均匀结构域的过程。该过程也可以应用于从DNA序列转换的任何序列,例如转换为二元强(G+C)/弱(a +T)序列,转换为指示二核苷酸CpG存在或不存在的二元序列,或转换为指示碱基和密码子位置信息的序列。为了解决以下五个DNA序列分析问题,我们应用了各种转换方案:等质粒定位,CpG岛检测,定位细菌基因组复制的起点和终点,发现端粒序列中的复杂重复序列,以及描述编码区和非编码区。我们发现递归分割方法可以成功地检测等差边界、CpG岛和复制的起点和终点,但在检测复杂重复以及编码区和非编码区之间的边界方面需要改进。
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Applications of recursive segmentation to the analysis of DNA sequences

Recursive segmentation is a procedure that partitions a DNA sequence into domains with a homogeneous composition of the four nucleotides A, C, G and T. This procedure can also be applied to any sequence converted from a DNA sequence, such as to a binary strong(G+C)/weak(A+T) sequence, to a binary sequence indicating the presence or absence of the dinucleotide CpG, or to a sequence indicating both the base and the codon position information. We apply various conversion schemes in order to address the following five DNA sequence analysis problems: isochore mapping, CpG island detection, locating the origin and terminus of replication in bacterial genomes, finding complex repeats in telomere sequences, and delineating coding and noncoding regions. We find that the recursive segmentation procedure can successfully detect isochore borders, CpG islands, and the origin and terminus of replication, but it needs improvement for detecting complex repeats as well as borders between coding and noncoding regions.

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