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Quantum‐based exact pattern matching algorithms for biological sequences

机译:基于量子的生物序列精确模式匹配算法

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In computational biology, desired patterns are searched in large text databases, and an exact match is preferable. Classical benchmark algorithms obtain competent solutions for pattern matching in O N time, whereas quantum algorithm design is based on Grover's method, which completes the search in O N time. This paper briefly explains existing quantum algorithms and defines their processing limitations. Our initial work overcomes existing algorithmic constraints by proposing the quantum‐based combined exact (QBCE) algorithm for the pattern‐matching problem to process exact patterns. Next, quantum random access memory (QRAM) processing is discussed, and based on it, we propose the QRAM processing‐based exact (QPBE) pattern‐matching algorithm. We show that to find all t occurrences of a pattern, the best case time complexities of the QBCE and QPBE algorithms are O t and O N , and the exceptional worst case is bounded by O t and O N . Thus, the proposed quantum algorithms achieve computational speedup. Our work is proved mathematically and validated with simulation, and complexity analysis demonstrates that our quantum algorithms are better than existing pattern‐matching methods.
机译:在计算生物学中,在大文本数据库中搜索所需的模式,优选精确匹配。古典基准算法获得ON次模式匹配的主管解决方案,而量子算法设计基于GROVER的方法,该方法完成了在O n次中的搜索。本文简要介绍了现有量子算法并定义了它们的处理限制。我们的初始作品通过提出用于模式匹配问题的量子基组合精确(QBCE)算法来克服现有的算法约束来处理精确模式。接下来,讨论量子随机存取存储器(QRAM)处理,并基于它,我们提出了基于QRAM处理的精确(QPBE)模式匹配算法。我们表明要查找模式的所有T出现,QBCE和QPBE算法的最佳情况时间复杂性是O T和O N,并且卓越的最坏情况由O T和O n界定。因此,所提出的量子算法实现计算加速。我们的工作是以数学上和验证的模拟证明,复杂性分析表明我们的量子算法优于现有的模式匹配方法。

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