自主生物系统的算法与设计

S. Roy, A. Thakur, A. Pande, M. Rahman
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引用次数: 3

摘要

各种排列的全局重排,如反转和转位,最近因为它们在计算分子生物学中的应用而引起了人们的兴趣,更具体地说,是基因组重排。在这方面已经形成了许多原语。这些原语在研究不同生物的相似性方面有着广泛的应用。本文提出了一种新的基因组重排原语——条带交换。设计了一种近似保证为2.66的条带交换问题的近似算法。本文给出了该算法及其数学分析。我们提出了一个自主生物系统的设计,该系统通过匹配不同物种的基因组来检测它们的相似性。我们使用原始条带交换来匹配我们系统中的两个基因组。并对现有的带交换的其他原语进行了比较。本文还讨论了这种系统的其他各种实际应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Algorithms and Design for an Autonomous Biological System
Various global rearrangements of permutations, such as reversals and transpositions, have recently become of interest because of their applications in computational molecular biology, to be more specific, genome rearrangement. Many primitives have been formulated in this regard. These primitives find their applications hugely in the study of the similarity of different organisms. In this paper, we formulate a new primitive for genome rearrangement, the strip exchanges. An approximation algorithm for the strip exchanges problem with an approximation guarantee of 2.66 has been designed. We present this algorithm along with its mathematical analysis. We propose the design of an autonomous biological system which detects the similarity of different species by matching their genomes. We use the primitive strip exchanges to match two genomes in our system. A comparison of the other existing primitives with strip exchanges has been given. Various other pragmatic applications of such a system have also been touched upon.
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