数据链接：
官方服务：
资源简介：
This paper shows our work while extending the range of testing the zeros on the centre line upto 150 quadrillion
应用场景：
创建时间：
2025-01-16
相关数据集
Extended Dataset Generated by the OEIS Integer Sequence A376895: Primes of the Form 3^k*k^3 + 2.
This integer sequence was registered and published in the On-Line Encyclopedia of Integer Sequences (OEIS.org) Database on October 08 - 2024, under the OEIS code: A376895. This sequence can be
DataCite Commons2024-12-23 更新80
Prime triplets and even triplets
This is a creative effort to explore patterns between prime numbers and even numbers. The chapter presents a structural identity: for an even number E, there exists a number n such that both E+n and
Zenodo2025-07-16 更新30
A Contiguous Census of Prime k-Tuples up to 10^14 (census_v1)
A contiguous, deterministically-proven census of prime k-tuples (prime constellations) for k = 2 to 16, covering every integer from the start of the number line up to a ceiling of 10^14. The catalog c
Zenodo2026-06-14 更新30
Τhe Riemann Hypothesis and distribution of the primes
THEME "Τhe Riemann Hypothesis and distribution of the primes" Abstract: The Riemann zeta function is one of the most Euler’s important and fascinating functions in mathematics. By analyzing the materi
Mendeley Data2021-07-06 更新30
Improved lower bounds > 0 for Riemann Zeta function off the critical line using derivatives of Re(Riemann Siegel Z) function.
Approximate lower bounds > 0, for abs ( ζ ( s )) off the critical line are generated using the real part of the Riemann Siegel function Re(Z(t)) and its first derivative, further supporting the Rie
Figshare2016-08-03 更新30
