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A Comparative Analysis of General, Sieve-of-Eratosthenes and Rabin-Miller Approach for Prime Number Generation

机译:素数生成的一般,筛网筛和Rabin-Miller方法的比较分析

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Selecting efficient algorithm for generating prime numbers is necessary for various purposes such as encryption, cryptography, generating complex passwords, system verification and for other computational purposes. Various approaches from efficiency improvement over rudimentary algorithms to using complex algorithms for finding necessary prime number have commonly been used depending on overall use. Problems sometimes occur for choosing a particular approach for specific use. Certain algorithms perform better than others such as sieve of atkins or sieve of eratosthenes. Comparisons over different algorithms has been made to choose more efficient ones. Here, this problem over choosing a suitable algorithm for generating prime number has been addressed.
机译:对于诸如加密,密码学,生成复杂密码,系统验证和其他计算目的的各种目的,选择有效的算法来生成质数是必要的。取决于整体用途,已经普遍使用了各种方法,从通过基本算法的效率提高到使用复杂算法来找到必要的素数。选择特定用途的特定方法有时会出现问题。某些算法的性能比其他算法好,例如atkins筛子或eratosthenes筛子。已对不同算法进行了比较,以选择更有效的算法。在此,已经解决了选择用于生成素数的合适算法的问题。

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