Publication date
August 2020
DOIAbstract
The author proposes to develop a generic formula that generates the sum of first n factorials
The author proposes to develop a generic formula that generates the sum of first n factorials
Using geometric arguments, we prove the well-known formula for the sum of the first n integers squar...
factorial numbers of the first kind. A generating function and several computational formulas for D-...
The object of this paper is to show that generalized Stirling numbers can be effectively used to eva...
The author proposes to develop a generic formula that generates the sum of first n factorials
This paper presents an effective method for calculating !n, and implements the Smarandache-Kurepa fu...
summary:In this article, the formula of the sum of the first n natural numbers is derived and then i...
This paper presents a theorem for factorials with the sum of nonnegative integer
This paper presents a theorem in factorial functions with the sum of any two nonnegative integers th...
This paper presents a theorem for factorials with the sum of nonnegative integers. The results of th...
This paper presents a theorem in factorial functions with the sum of any two nonnegative integers th...
In 1997 Bhargava generalized the factorial sequence to factorials in any Dedekind domain. He asked ...
This paper presents a technique to calculate the factorials for non-negative real numbers. This is a...
In this paper, we determine all the factorials that are a sum of at most three Fibonacci numbers
AbstractSums of the form ∑ν=1xf(ν) are defined traditionally only when the number of terms x is a po...
Let n;k be positive integers (k> 1), and let Sn(k) be the sum of the n-th powers of positive inte...
Using geometric arguments, we prove the well-known formula for the sum of the first n integers squar...
factorial numbers of the first kind. A generating function and several computational formulas for D-...
The object of this paper is to show that generalized Stirling numbers can be effectively used to eva...
The author proposes to develop a generic formula that generates the sum of first n factorials
This paper presents an effective method for calculating !n, and implements the Smarandache-Kurepa fu...
summary:In this article, the formula of the sum of the first n natural numbers is derived and then i...
This paper presents a theorem for factorials with the sum of nonnegative integer
This paper presents a theorem in factorial functions with the sum of any two nonnegative integers th...
This paper presents a theorem for factorials with the sum of nonnegative integers. The results of th...
This paper presents a theorem in factorial functions with the sum of any two nonnegative integers th...
In 1997 Bhargava generalized the factorial sequence to factorials in any Dedekind domain. He asked ...
This paper presents a technique to calculate the factorials for non-negative real numbers. This is a...
In this paper, we determine all the factorials that are a sum of at most three Fibonacci numbers
AbstractSums of the form ∑ν=1xf(ν) are defined traditionally only when the number of terms x is a po...
Let n;k be positive integers (k> 1), and let Sn(k) be the sum of the n-th powers of positive inte...
Using geometric arguments, we prove the well-known formula for the sum of the first n integers squar...
factorial numbers of the first kind. A generating function and several computational formulas for D-...
The object of this paper is to show that generalized Stirling numbers can be effectively used to eva...
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