Add to ORKGIn paper [3] we have defined certain generalizations and extensions of the Smaran-dache function. Let f: N *-+ N * be an arithmetic function with the following property: for each n E N * there exists at least a k E N * such that nlf(k). Let FJ: N *-+ N * defined by FJ(n) = min{k E N*: nlf(k)}. (1
The Smarandache function S:N * ~N * is defined [9] by the condition that S(n) is the smallest positi...
This functions have the next properties: 1. Obviouvsly, from definition of this function, it results...
Abstract For any positive integer n, the famous F.Smarandache function S(n) is defined as the smalle...
positive integer. This arithmetical function is connected to the number of divisors of n, and other ...
In the recent book [1] there appf'ar certain arithmetic functions which are similar to the Smar...
The paper presents new properties for some functions constructed sim-ilarly to the functiol} ry: &qu...
The famous Smarandache function is an arithmetical function, connected to the number of divisors of...
Abstract For any positive integer n, the famous pseudo Smarandache function Z(n) is defined as the s...
In the recent book there appear certain arithmetic functions which are similar to the Smarandache fu...
The main purpose of this paper is using elementary arithmetical functions to give some expressions o...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
Keywords: For any positive integer n, we define f(n) as a Smarandache multiplicative function, if f(...
Abstract For any positive integer n, the Pseudo-Smarandache function Z(n) is defined as the smallest...
Abstract For any positive integer n, the famous Pseudo Smarandache function Z(n) is defined as the s...
Let S(n) be the smallest integer k so that nlk!. This is known as the Smarandache function and has b...
The Smarandache function S:N * ~N * is defined [9] by the condition that S(n) is the smallest positi...
This functions have the next properties: 1. Obviouvsly, from definition of this function, it results...
Abstract For any positive integer n, the famous F.Smarandache function S(n) is defined as the smalle...
positive integer. This arithmetical function is connected to the number of divisors of n, and other ...
In the recent book [1] there appf'ar certain arithmetic functions which are similar to the Smar...
The paper presents new properties for some functions constructed sim-ilarly to the functiol} ry: &qu...
The famous Smarandache function is an arithmetical function, connected to the number of divisors of...
Abstract For any positive integer n, the famous pseudo Smarandache function Z(n) is defined as the s...
In the recent book there appear certain arithmetic functions which are similar to the Smarandache fu...
The main purpose of this paper is using elementary arithmetical functions to give some expressions o...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
Keywords: For any positive integer n, we define f(n) as a Smarandache multiplicative function, if f(...
Abstract For any positive integer n, the Pseudo-Smarandache function Z(n) is defined as the smallest...
Abstract For any positive integer n, the famous Pseudo Smarandache function Z(n) is defined as the s...
Let S(n) be the smallest integer k so that nlk!. This is known as the Smarandache function and has b...
The Smarandache function S:N * ~N * is defined [9] by the condition that S(n) is the smallest positi...
This functions have the next properties: 1. Obviouvsly, from definition of this function, it results...
Abstract For any positive integer n, the famous F.Smarandache function S(n) is defined as the smalle...