Corresponding Prime Number Distribution Equation

Dan Liu, Chenglong Liu
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Abstract

The conjecture of twin prime numbers is a mathematical problem. Proving the twin prime conjecture using traditional modern number theory is extremely profound and complex. We propose an elementary research method for corresponding prime number, proved that the conjecture of twin prime numbers and obtain the corresponding prime distribution equation. According to the distribution rate of corresponding prime numbers, the distribution pattern of twin prime numbers was proved the distribution rate theorem. This is the distribution rate of prime numbers corresponding to composite numbers, which approaches the distribution rate of prime numbers corresponding to integers. Based on the corresponding prime distribution equation, obtain the twin prime inequality function. Then, the formula for calculating twin prime numbers was discussed. There is also the Hardy Littlewood conjecture. This provides a practical and feasible approach for studying the distribution of twin prime numbers.
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相应的素数分布方程
孪生素数猜想是一个数学问题。利用传统的现代数论证明孪生素数猜想是极其深刻和复杂的。提出了相应素数的一种初步研究方法,证明了孪生素数的猜想,得到了相应的素数分布方程。根据对应素数的分布率,用分布率定理证明了孪生素数的分布模式。这是合数对应的质数分布率,接近整数对应的质数分布率。根据相应的素数分布方程,得到双素数不等式函数。然后,讨论了孪生素数的计算公式。还有Hardy Littlewood猜想。这为研究孪生素数的分布提供了一种切实可行的方法。
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