Publication date
February 2006
DOIAbstract
Let n be a positive integer, pd(n) denotes the product of all positive divisors of n, qd(n) denotes the product of all proper divisors of n
Let n be a positive integer, pd(n) denotes the product of all positive divisors of n, qd(n) denotes the product of all proper divisors of n
This paper gives some properties of the Smarandache prime product sequence, (Pn) , definded by where...
AbstractAn elementary construction of a sequence of positive integers is given. The sequence settles...
summary:Let $[x]$ be an integer part of $x$ and $d(n)$ be the number of positive divisor of $n$. Ins...
Let n be a positive integer, Pd(n) denotes the product of all positive divisors of n, qd(n) denotes ...
ABSTRACT. Let n be a positive integer, Pd(n) denotes the product of all positive divisors of n, qd(n...
Abstract Let n be any positive integer, Pd(n) denotes the product of all positive divisors of n. The...
The main purpose of this paper is to study the asymptotic property of the divisor product sequences,...
Abstract For any positive integer n, we define the arithmetical function G(n) as G(1) = 0. If n>...
ABSTRACT. The main purpose of this paper is to study the asymptotic property of the divisor product ...
The main purpose of this paper is using the elementary method and the prime distribution theory to s...
Let I s consider the function d(i) = number of divisors of the positive integer number i. We have fo...
Let T(n) denote the product of divisors of the positive integer n. We introduce and study some basic...
Let d ≥ 1, k ≥ 2, n ≥ 1 and y ≥ 1 be integers with gcd(n, d) = 1. We write ∆ = ∆(n, d, k) = n(n+ ...
summary:Let $\mathbb {N}$ be the set of positive integers and let $s\in \mathbb {N}$. We denote by $...
We study prime divisors of various sequences of positive integers A(n) + 1, n = 1,...,N, such that t...
This paper gives some properties of the Smarandache prime product sequence, (Pn) , definded by where...
AbstractAn elementary construction of a sequence of positive integers is given. The sequence settles...
summary:Let $[x]$ be an integer part of $x$ and $d(n)$ be the number of positive divisor of $n$. Ins...
Let n be a positive integer, Pd(n) denotes the product of all positive divisors of n, qd(n) denotes ...
ABSTRACT. Let n be a positive integer, Pd(n) denotes the product of all positive divisors of n, qd(n...
Abstract Let n be any positive integer, Pd(n) denotes the product of all positive divisors of n. The...
The main purpose of this paper is to study the asymptotic property of the divisor product sequences,...
Abstract For any positive integer n, we define the arithmetical function G(n) as G(1) = 0. If n>...
ABSTRACT. The main purpose of this paper is to study the asymptotic property of the divisor product ...
The main purpose of this paper is using the elementary method and the prime distribution theory to s...
Let I s consider the function d(i) = number of divisors of the positive integer number i. We have fo...
Let T(n) denote the product of divisors of the positive integer n. We introduce and study some basic...
Let d ≥ 1, k ≥ 2, n ≥ 1 and y ≥ 1 be integers with gcd(n, d) = 1. We write ∆ = ∆(n, d, k) = n(n+ ...
summary:Let $\mathbb {N}$ be the set of positive integers and let $s\in \mathbb {N}$. We denote by $...
We study prime divisors of various sequences of positive integers A(n) + 1, n = 1,...,N, such that t...
This paper gives some properties of the Smarandache prime product sequence, (Pn) , definded by where...
AbstractAn elementary construction of a sequence of positive integers is given. The sequence settles...
summary:Let $[x]$ be an integer part of $x$ and $d(n)$ be the number of positive divisor of $n$. Ins...
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