一些统计:
记N = n权收敛对数积分的个数,K = n权polylog常数的个数,L = 第n权新出现的常数个数
例如当n = 3时,K = 3, L = 0
因为weight 3只需要三个常数:ln^3 2, pi^2 ln 2, zeta(3)
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n=4: N = 25, K = 5, L = 0
n=5: N = 39, K = 8, L = 0
n=6: N = 56, K = 13, L = 1
n=7: N = 76, K = 21, L = 2
n=8: N = 99, K = 33, L = 3
n=9: N = 125, (K = 54 ??), (L = 6 ??)
要推测weight 9这54个常数是否线性相关,需要很准确(~2000个有效数字)的数值结果
记N = n权收敛对数积分的个数,K = n权polylog常数的个数,L = 第n权新出现的常数个数
例如当n = 3时,K = 3, L = 0
因为weight 3只需要三个常数:ln^3 2, pi^2 ln 2, zeta(3)
----------------------------
n=4: N = 25, K = 5, L = 0
n=5: N = 39, K = 8, L = 0
n=6: N = 56, K = 13, L = 1
n=7: N = 76, K = 21, L = 2
n=8: N = 99, K = 33, L = 3
n=9: N = 125, (K = 54 ??), (L = 6 ??)
要推测weight 9这54个常数是否线性相关,需要很准确(~2000个有效数字)的数值结果