∏(1-\(k\over P\))与∏\((1-{1\over P})^k\)及\(1\over{ln^k x}\)之间的关系

独木星空谁 · 发表于 2021-9-8 06:57

主题中三者之间的关系，可有天山草先生给出的梅滕斯公式的推广建立起来。

独木星空谁 · 发表于 2021-9-9 06:44

k值常数
\(C_{2(1)}\) 0.660161815959946000
\(C_{2(2)}\) 0.396880363991144000
\(C_{2(3)}\) 0.282325434167515000
\(C_{2(4)}\) 0.369451404195806000
\(C_{2(5)}\) 0.094895924033400000
\(C_{2(6)}\) 0.085519074654484000
\(C_{2(7)}\) 0.151044081237992000
\(C_{2(8)}\) 0.031085291649464000
\(C_{2(9)}\) 0.036308015942545000
\(C_{2(10)}\) 0.090447394908175000
\(C_{2(11)}\) 0.021370066473140000
\(C_{2(12)}\) 0.067569773355231000
\(C_{2(13)}\) 0.024911631973223000
\(C_{2(14)}\) 0.003983360234142000
\(C_{2(15)}\) 0.006475891918097000
\(C_{2(16)}\) 0.025028738105446000
\(C_{2(17)}\) 0.008705925013859000
\(C_{2(18)}\) 0.001399643430386000
\(C_{2(19)}\) 0.004281176228195000
\(C_{2(20)}\) 0.000570405083269000
\(C_{2(21)}\) 0.001075335725781000
\(C_{2(22)}\) 0.004518451384378000
\(C_{2(23)}\) 0.000842629180425000
\(C_{2(24)}\) 0.004545207783405000
\(C_{2(25)}\) 0.001529509500839000
\(C_{2(26)}\) 0.000251644811384000
\(C_{2(27)}\) 0.001311870032498000
\(C_{2(28)}\) 0.000358062893391000
\(C_{2(29)}\) 0.000041758762102000
\(C_{2(30)}\) 0.000102737401941000
\(C_{2(31)}\) 0.000615075823973000
\(C_{2(32)}\) 0.000173119402620000
\(C_{2(33)}\) 0.000022479889757000
\(C_{2(34)}\) 0.000103235124209000
\(C_{2(35)}\) 0.000011828805060000
\(C_{2(36)}\) 0.000034975441724000
\(C_{2(37)}\) 0.000257163691957000
\(C_{2(38)}\) 0.000076553868610000
\(C_{2(39)}\) 0.000010937050800000
\(C_{2(40)}\) 0.000070206297173000
\(C_{2(41)}\) 0.000011153637493000
\(C_{2(42)}\) 0.000092883100943000
\(C_{2(43)}\) 0.000028280337888000
\(C_{2(44)}\) 0.000004334486862000
\(C_{2(45)}\) 0.000038029265711000
\(C_{2(46)}\) 0.000012135214604000
\(C_{2(47)}\) 0.000002826698984000
\(C_{2(48)}\) 0.000000297869556000
\(C_{2(49)}\) 0.000001577335705000
\(C_{2(50)}\) 0.000000139215835000

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