The aim of this article is to propose a Java concurrent program for the Smarandache function
based on the equation S (p· p*′)= max {S (p* ¹),..., S (p*')}· Some results concerning the …

Two functions in number theory and some upper bounds for the Smarandache's function Page 82
TWO FUNCTIONS IN NUMBER THEORY AND SOME UPPER BOUNDS FOR THE …

This paper introduces a momentum-like regularisation term for the region-based Mixture of
Gaussians framework. Momentum term has long been used in machine learning, especially …

(3)(4)(\a€ N*) S (a)≤ a and S (a)= a iif a is prim.(vp€ N*, p prime)(k€ N*) S (p)≤ pk
Smarandache's function has been researched for more than 20 years, and many properties …

The aim of this article is to establish the complexity order of the Erdos function average. This
will Page 31 THE AVERAGE OF THE ERDOS FUNCTION Sabin Tabirca” Tatiana Tabirca” …

In this section, the main results concerning the Smarandache and Euler's functions are
review. Smarandache proposed [1980) a function S. N*→ N defined by S (n)= min (k. kn} …

This article presents an efficient method to calculate in parallel the values of the
Smarandache function S (i), i= 1, 2,..., n. The value S (i) can be sequentially found with a …

The object that is researched is Smarandache's function. This function was introduced by
Smarandache [1980} as follows: S. N*→ N defined by S (n)= min {ke N. kl= Mn}(wn e N+).(1) …

The function S (n) is known as the Smarandache function and has been intensively studied
[1]. Its behavior is quite erratic [2] and thus all we can reasonably hope for is a statistical …

The main results used in this paper are reviewed in the following. These deal with the main
properties of the Smarandache and Erdos functions. The Smarandache function …