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The Genesis of Prime Numbers—Revealing the Underlying Periodicity of Prime Numbers

机译:素数的成因 - 揭示素数的潜在周期性

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Prime numbers are the integers that cannot be divided exactly by another integer other than one and itself. Prime numbers are notoriously disobedient to rules: they seem to be randomly distributed among natural numbers with no laws except that of chance. Questions about prime numbers have been perplexing mathematicians over centuries. How to efficiently predict greater prime numbers has been a great challenge for many. Most of the previous studies focus on how many prime numbers there are in certain ranges or patterns of the first or last digits of prime numbers. Honestly, although these patterns are true, they help little with accurately predicting new prime numbers, as a deviation at any digit is enough to annihilate the primality of a number. The author demonstrates the periodicity and inter-relationship underlying all prime numbers that makes the occurrence of all prime numbers predictable. This knowledge helps to fish all prime numbers within one net and will help to speed up the related research.
机译:Prime Numbers是不能完全划分的整数,除了一个和本身之外的另一个整数。素数令人惊奇地不受规则:他们似乎随意分布在没有法律的自然数中,除了机会。关于素数的问题令人困惑数学家。如何有效地预测更多的素数对许多人来说是一个很大的挑战。以前的大多数研究侧重于有许多范围或素数的第一个或最后一位数字的图案中的素数。诚实地,虽然这些模式是真的,但它们可以帮助准确地预测新的素数,因为任何数字的偏差足以消灭一个数字的原始原始。作者展示了所有素数的周期性和相互关系,使得所有素数发生预测的所有素数。这种知识有助于将所有素数捕获在一网络内,并有助于加快相关的研究。

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