mu转置的拓扑分析

Soo-Jeong Kim
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引用次数: 0

摘要

n弦缠结是一个三维球,其中n根弦正确地嵌入球中。上世纪90年代初,恩斯特和萨姆斯首次使用“缠结”来描述dna -蛋白质复合物。在这个模型中,DNA用一根绳子表示,蛋白质用一个球表示。Mu是一种在三个位点与DNA结合的蛋白质,DNA-Mu复合物被称为Mu转座体。了解Mu-转座体内的DNA拓扑结构对于理解Mu蛋白的DNA转座是非常重要的。2002年,Pathania等人确定Mu转座体内的DNA构型为3支5节[12]。2007年,Darcy等人利用数学缠结法对此进行了分析,并得出三个分支和五个节点的DNA结构是唯一生物学上合理的解决方案[4]。本文基于Pathania et al.和Darcy et al.的结果,确定了整个Mu转位过程后DNA-Mu复合物内的DNA拓扑结构。此外,还设计了一个新的实验来支持Pathania等人的结果。利用数学结理论对实验结果进行了预测。
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TOPOLOGICAL ANALYSIS OF MU-TRANSPOSITION
An n-string tangle is a three dimensional ball with n-strings which are properly embedded in the ball. In early 90’s, C. Ernst and D. Sumners first used a tangle to describe a DNA-protein complex. In this model, DNA is represented by a string and protein is represented by a ball. Mu is a protein which binds to DNA at three sites and a DNA-Mu complex is called Mu-transpososome. Knowing the DNA topology within Mu-transpososome is very important to understand DNA transposition by Mu protein. In 2002, Pathania et al. determined that the DNA configuration within the Mu transpososome is three branched and five noded [12]. In 2007, Darcy et al. analyzed this by using mathematical tangle and concluded that the three branched and five noded DNA configuration is the only biologically reasonable solution [4]. In this paper, based on the result of Pathania et al. and Darcy et al., the author determines the DNA topology within the DNA-Mu complex after the whole Mu transposition process. Furthermore, a new experiment is designed which can support the Pathania et al.’s result. The result of this new experiment is predicted through mathematical knot thory.
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