Publication date
March 2023
DOIAbstract
This paper presents a newly extended gamma function for positive real number and correct the error in the existing gamma function
This paper presents a newly extended gamma function for positive real number and correct the error in the existing gamma function
In this paper we derive various new inequalities for the gamma function. Our results improve, refin...
AbstractWe describe a new uniform asymptotic expansion for the incomplete gamma function Γ(a,z) vali...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
This paper presents a newly extended gamma function for positive real number and correct the error ...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
SIGLEAvailable from British Library Document Supply Centre- DSC:9348.8678(CLP-DCMSMS-WP--89/04) / BL...
This paper presents the factorial theorem that is used to compute the factorial for positive real nu...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to sc...
This paper presents the factorial theorem that is used to compute the factorial for positive real nu...
We discuss the best methods available for computing the gamma function $\Gamma(z)$ in arbitrary-prec...
The real numbers between any two non-negative integers are positive and infinite. This paper analyze...
Communicated by Zs. Pales Abstract. We present simple proofs for Burnside’s asymptotic formula and f...
This report attempts to explore and extend the use of Otto Hölder’s theorem on the Gamma Function, Γ...
Abstract. The Gamma function Γ which was first introduced by Euler in 1730 has played a very importa...
We propose a semi-statistical technique to calculate the value of the Gamma function G(x) in the who...
In this paper we derive various new inequalities for the gamma function. Our results improve, refin...
AbstractWe describe a new uniform asymptotic expansion for the incomplete gamma function Γ(a,z) vali...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
This paper presents a newly extended gamma function for positive real number and correct the error ...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
SIGLEAvailable from British Library Document Supply Centre- DSC:9348.8678(CLP-DCMSMS-WP--89/04) / BL...
This paper presents the factorial theorem that is used to compute the factorial for positive real nu...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to sc...
This paper presents the factorial theorem that is used to compute the factorial for positive real nu...
We discuss the best methods available for computing the gamma function $\Gamma(z)$ in arbitrary-prec...
The real numbers between any two non-negative integers are positive and infinite. This paper analyze...
Communicated by Zs. Pales Abstract. We present simple proofs for Burnside’s asymptotic formula and f...
This report attempts to explore and extend the use of Otto Hölder’s theorem on the Gamma Function, Γ...
Abstract. The Gamma function Γ which was first introduced by Euler in 1730 has played a very importa...
We propose a semi-statistical technique to calculate the value of the Gamma function G(x) in the who...
In this paper we derive various new inequalities for the gamma function. Our results improve, refin...
AbstractWe describe a new uniform asymptotic expansion for the incomplete gamma function Γ(a,z) vali...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Add to ORKG