Publication date
May 1999
DOIAbstract
The famous Smarandache function is an arithmetical function, connected to the number of divisors of n, and other important number theoretic function
The famous Smarandache function is an arithmetical function, connected to the number of divisors of n, and other important number theoretic function
The Smarandache function is a characterization of factorials, since S(k!) = k, and is connected to v...
The Smarandache-Coman function is the function defined on the set of non-null positive integers with...
The number of divisors function d(n), is a classic function of number theory, having been defined ce...
positive integer. This arithmetical function is connected to the number of divisors of n, and other ...
In the recent book there appear certain arithmetic functions which are similar to the Smarandache fu...
The function named in the title of this book is originated from the exiled Romanian mathematician Fl...
The aim of this article is to introduce two functions and to give some simple properties for one of ...
The Pseudo-Smarandache Function is part of number theory. The function comes from the Smarandache Fu...
The Pseudo-Smarandache Function is part of number theory. The function comes from the Smarandache Fu...
The main purpose of this paper is using the elementary method to study the property of the Smarandac...
The paper presents new properties for some functions constructed sim-ilarly to the functiol} ry: &qu...
The Smarandache function is a numerical function S:N* →N* S(k) representing the smallest natural num...
The main purpose of this paper is using elementary arithmetical functions to give some expressions o...
Abstract For any positive integer n, we define a new Smarandache function G(n) as the smallest posit...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
The Smarandache function is a characterization of factorials, since S(k!) = k, and is connected to v...
The Smarandache-Coman function is the function defined on the set of non-null positive integers with...
The number of divisors function d(n), is a classic function of number theory, having been defined ce...
positive integer. This arithmetical function is connected to the number of divisors of n, and other ...
In the recent book there appear certain arithmetic functions which are similar to the Smarandache fu...
The function named in the title of this book is originated from the exiled Romanian mathematician Fl...
The aim of this article is to introduce two functions and to give some simple properties for one of ...
The Pseudo-Smarandache Function is part of number theory. The function comes from the Smarandache Fu...
The Pseudo-Smarandache Function is part of number theory. The function comes from the Smarandache Fu...
The main purpose of this paper is using the elementary method to study the property of the Smarandac...
The paper presents new properties for some functions constructed sim-ilarly to the functiol} ry: &qu...
The Smarandache function is a numerical function S:N* →N* S(k) representing the smallest natural num...
The main purpose of this paper is using elementary arithmetical functions to give some expressions o...
Abstract For any positive integer n, we define a new Smarandache function G(n) as the smallest posit...
In the 1970's a Romanian mathematician by the name of Florentin Smarandache created a new function i...
The Smarandache function is a characterization of factorials, since S(k!) = k, and is connected to v...
The Smarandache-Coman function is the function defined on the set of non-null positive integers with...
The number of divisors function d(n), is a classic function of number theory, having been defined ce...
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