n进制中非零数字之积函数的均值公式
Journal: Educational Research DOI: 10.12238/er.v4i11.4410
Abstract
设(,),
Keywords
n进制；非零数字之积函数；均值
Full Text
PDF - Viewed/Downloaded: 0 TimesReferences
[1] Florentin Smarandche《ONLY PR OBLEMS ,NOT SOLUTIONS!》,Xiquan ,Xiquan Publishing House 1993(fourth edition)
[2] 潘承洞,潘承彪.《初等数论》,北京:北京出版社出版,１992.
[3] R.Ayoub.Euler and the Zeta fu nction[J].Amer,Math Monthly 1974 (81):1067-1086.
[4] N.Y.zhang and K.S.Williaws.Some Series represeution of [J].Rocky Moun tain.J.Math.
[5] Hailong Li,Number Theory and Special Functions[M],Science Press,Bei jing:2011”.
[6] Shigeru Kanemitsu and Haruo Tsukada, Vistas of Special Functions, World Scientific Publishing Co.Pte.Lid. 2007.
[7] Vistas of special function Ⅱ Kalyan Chakraborty shigeru. Kanemitsu Jaruo Tsukada World Scienticic 2010.
[2] 潘承洞,潘承彪.《初等数论》,北京:北京出版社出版,１992.
[3] R.Ayoub.Euler and the Zeta fu nction[J].Amer,Math Monthly 1974 (81):1067-1086.
[4] N.Y.zhang and K.S.Williaws.Some Series represeution of [J].Rocky Moun tain.J.Math.
[5] Hailong Li,Number Theory and Special Functions[M],Science Press,Bei jing:2011”.
[6] Shigeru Kanemitsu and Haruo Tsukada, Vistas of Special Functions, World Scientific Publishing Co.Pte.Lid. 2007.
[7] Vistas of special function Ⅱ Kalyan Chakraborty shigeru. Kanemitsu Jaruo Tsukada World Scienticic 2010.
Copyright © 2022 李博
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License