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An algorithm based on 3-braids to solve tangle equations arising in the action of Gin DNA invertase

机译:基于三辫子的解决Gin DNA转化酶作用中产生的纠缠方程的算法

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摘要

The tangle model of Ernst and Sumners is an effective tool in the topological analysis of enzymes, a particular application of which aims at deducing the mechanism of action of site-specific recombination mediated by the Gin DNA invertase, an enzyme whose action involves 3-string tangles. In order to determine the enzyme's mechanism of action, the tangle model yields equations that involve tangle indeterminates that must be solved for. While some of the available methods for solving such equations judiciously exploit the theory of 2-tangles, an algorithm is introduced in this note, based on 3-braid-theoretical results in [2], which allowed the authors to discover previously unreported solutions for the action of Gin DNA invertase. More generally, the algorithm allows one to solve 3-string tangle equations for 3-braid solutions under the assumption that each of the products of two or more rounds of recombinations is the unknot or a known 2-bridge knot different from the 2-component unlink. Rather than a specific language implementation, we here provide a pseudo-code description of the algorithm that permits its translation into a variety of computer languages and, possibly, its inclusion into more powerful analysis software.
机译:Ernst和Sumners的缠结模型是酶拓扑分析的有效工具,其特殊应用旨在推导Gin DNA转化酶介导的位点特异性重组的作用机理,该酶的作用涉及3串缠结。为了确定酶的作用机理,缠结模型产生了涉及缠结不确定性的方程,必须解决这些问题。尽管一些可行的求解此类方程的方法明智地利用了2缠结的理论,但本文基于[2]中的3辫理论的结果在本文中引入了一种算法,使作者能够发现以前未报告的解。 Gin DNA转化酶的作用。更笼统地说,该算法允许在两个或更多回合的乘积中的每个乘积为与2分量不同的未知结或已知的2桥结的情况下,针对3个辫子解求解3串缠结方程取消链接。除了提供一种特定的语言实现之外,我们在这里提供该算法的伪代码描述,该算法允许将其翻译为多种计算机语言,并可能将其包含在功能更强大的分析软件中。

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