Twin Prime Distribution Problem
TL;DR: In this paper , the distribution of prime numbers corresponding to integers and composite numbers is discussed, and it is shown that the corresponding prime distribution rate of composite numbers approaches the corresponding PMR of integers.
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Abstract: The distribution of twin prime numbers is discussed. The research method of corresponding prime number distribution is proposed. The distribution of prime numbers corresponding to integers and composite numbers is discussed. Through the corresponding prime distribution rate of integers and composite numbers, it is found that the corresponding prime distribution rate of composite numbers approaches the corresponding prime distribution rate of integers. The distribution principle of corresponding prime number of composite number is proved. The twin prime distribution theorem is obtained. The number of twin prime numbers is thus obtained. It provides a practical way to study the conjecture of twin prime numbers.
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Citations
Corresponding Prime Number Distribution Equation
Dan Liu,Chenglong Liu +1 more
TL;DR: Researchers propose an elementary method to prove the twin prime conjecture, deriving a corresponding prime distribution equation and twin prime inequality function, providing a practical approach to studying the distribution of twin prime numbers and related conjectures.
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References
The Positivity of a Sequence of Numbers and the Riemann Hypothesis
TL;DR: In this article, it was shown that the Riemann hypothesis for the Dedekind zeta function is equivalent to the nonnegativity of a sequence of real numbers, i.e.
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Improved Riemann Ladder Function
TL;DR: Wang et al. as discussed by the authors greatly improved the Riemannian ladder function, obtained new ladder function and improved RiemANNian prime distribution formula, and proved the improved riemanni prime distribution model.
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