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Date: 1-1-2020
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Date: 29-10-2020
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Date: 22-4-2020
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Taniguchi's constant is defined as
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(2) |
(OEIS A175639), where the product is over the primes . Taking the logarithm, expand the sum about infinity, and then summing the terms gives a "closed" form as
(3) |
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(4) |
where is the prime zeta function and the s are rational numbers given as the coefficients of in the series
(5) |
REFERENCES:
Finch, S. "Class Number Theory." https://algo.inria.fr/csolve/clss.pdf. May 6, 2005.
Sloane, N. J. A. Sequence A175639 in "The On-Line Encyclopedia of Integer Sequences."
Taniguchi, T. "A Mean Value Theorem for the Square of Class Number Times Regulator of Quadratic Extensions." https://arxiv.org/abs/math/0410531. 3 Jul 2006.
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دراسة يابانية لتقليل مخاطر أمراض المواليد منخفضي الوزن
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اكتشاف أكبر مرجان في العالم قبالة سواحل جزر سليمان
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اتحاد كليات الطب الملكية البريطانية يشيد بالمستوى العلمي لطلبة جامعة العميد وبيئتها التعليمية
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