Add to ORKGfactorial numbers of the first kind. A generating function and several computational formulas for D-Nörlund numbers are also presented. Copyright q 2009 Guodong Liu. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited
This paper brings natural numbers from 80001 to 100000 written in \textbf{ascending} and \textbf{des...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...
The author establishes some identities involving the D numbers, Bernoulli numbers, and central facto...
Method for calculating terms containing products and reciprocals of factorials by using canonical de...
In 1997 Bhargava generalized the factorial sequence to factorials in any Dedekind domain. He asked ...
This paper presents two factorial theorems. These theorems are used to compute the factorials for no...
This paper presents a technique to calculate the factorials for non-negative real numbers. This is a...
summary:The article deals with the number of divisors of an integer. The formula for this number is ...
This paper brings natural numbers from 60001 to 80000 written in \textbf{ascending} and \textbf{desc...
This paper presents theorems in factorials and also discusses the relationship between factorial fun...
This paper brings natural numbers from 40001 to 60000 written in \textbf{ascending} and \textbf{desc...
This paper brings natural numbers from 20001 to 40000 written in \textbf{ascending} and \textbf{desc...
This paper brings natural numbers from 140001 to 160000 written in \textbf{ascending} and \textbf{de...
We will discuss the so-called ψ-function from analytic number theory and how it enters in the comple...
This paper brings natural numbers from 80001 to 100000 written in \textbf{ascending} and \textbf{des...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...
The author establishes some identities involving the D numbers, Bernoulli numbers, and central facto...
Method for calculating terms containing products and reciprocals of factorials by using canonical de...
In 1997 Bhargava generalized the factorial sequence to factorials in any Dedekind domain. He asked ...
This paper presents two factorial theorems. These theorems are used to compute the factorials for no...
This paper presents a technique to calculate the factorials for non-negative real numbers. This is a...
summary:The article deals with the number of divisors of an integer. The formula for this number is ...
This paper brings natural numbers from 60001 to 80000 written in \textbf{ascending} and \textbf{desc...
This paper presents theorems in factorials and also discusses the relationship between factorial fun...
This paper brings natural numbers from 40001 to 60000 written in \textbf{ascending} and \textbf{desc...
This paper brings natural numbers from 20001 to 40000 written in \textbf{ascending} and \textbf{desc...
This paper brings natural numbers from 140001 to 160000 written in \textbf{ascending} and \textbf{de...
We will discuss the so-called ψ-function from analytic number theory and how it enters in the comple...
This paper brings natural numbers from 80001 to 100000 written in \textbf{ascending} and \textbf{des...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...
This paper brings natural numbers from 160001 to 180000 written in \textbf{ascending} and \textbf{de...