## An inequality conerning the Smarandache function

- M.-H Le
- Smarandache Notions J
- 1998

@inproceedings{Le2014ONAI, title={ON AN INEQUALITY CONCERNING THE SMARANDCHE FUNCfION}, author={Maohua Le}, year={2014} }

- Published 2014

Let a,n be positive integers. In this paper we prove that S(a)S(c1). . • S(d') ~n!(S(a);n·. For any positive integer a, let S(a) be the Smarandache function. fu[l ],Bencze proposed the following problem. Problem. For any positive integers a and n, prove the inequality. n (1) I1S(tI)~n!(S(a);n. k=1 In this paper we completely solve this problem. We prove the… CONTINUE READING

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