摘要
利用初等数论的理论,结合Smarandache函数S(n)和伪Smarandache函数Z(n)的性质,讨论了一个数论函数方程S(Z(n))=Z(S(n))的可解性,证明了该方程有无穷多个正整数解.
The main purpose of this paper is to study the solvability of the equation by using elementary Number Theory and the properties of the Smarandache and the pseudo Smarandaehe functions, prove that the equation has the positive integer solutions.
出处
《吉林化工学院学报》
CAS
2013年第3期88-90,共3页
Journal of Jilin Institute of Chemical Technology
