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DNA Computing Adopting DNA Coding Method for Hamiltonian Path Problem

机译:DNA计算采用DNA编码方法求解哈密顿路径问题

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DNA computing is a new paradigm to perform calculation using genetic engineering technology, and has used to solve NP-complete problems. However, when current DNA computing is applied to NP-complete problems, some problems are raised. In this paper we proposed an algorithm called ACO (Algorithm for Code Optimization) that can efficiently express DNA sequence and create good codes through composition and separation processes as many as the numbers of reaction by DNA coding method. Also, we applied ACO to Hamiltonian path problem of NP-complete problems. As a result, ACO could express DNA codes of variable lengths more efficiently than Adleman's DNA computing algorithm could. In addition, compared to Adleman's DNA computing algorithm, ACO could reduce search time and biological error rate by 50% and could search for accurate paths in a short time.
机译:DNA计算是使用基因工程技术进行计算的新范例,已用于解决NP完全问题。但是,当当前的DNA计算应用于NP完全问题时,就会出现一些问题。在本文中,我们提出了一种称为ACO(代码优化算法)的算法,该算法可以有效地表达DNA序列,并通过与DNA编码方法反应数量一样多的组成和分离过程来创建良好的代码。此外,我们将ACO应用于NP完全问题的哈密顿路径问题。结果,ACO可以比Adleman的DNA计算算法更有效地表达可变长度的DNA代码。此外,与Adleman的DNA计算算法相比,ACO可以将搜索时间和生物学错误率降低50%,并且可以在短时间内搜索准确的路径。

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