In this paper we analyze the behavior of the Gamma function at its critical points and points of discontinuity on the negative side of the x-axis. We will also explain the bluntness of the gamma function on this negative side
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
In this paper we analyze the behavior of the Gamma function at its critical points and points of dis...
In this thesis, we study the negative critical points and critical values ofthe gamma function, and ...
The Gamma function Γ (s)(-r) is defined by Γ (s)(-r) = N - lim ε→0 ∫ε ∞ t -r-1, ln s t e -t dt for r...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to s...
학위논문 (석사)-- 서울대학교 대학원 : 수리과학부, 2013. 2. 김영원.The gamma function, introduced by the Swiss mathematicia...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to sc...
This report attempts to explore and extend the use of Otto Hölder’s theorem on the Gamma Function, Γ...
Some of the best methods for computing the gamma function are based on numerical evaluation of Hanke...
We discuss the best methods available for computing the gamma function $\Gamma(z)$ in arbitrary-prec...
We explore the approximation formulas for the inverse function of Γ. The inverse function of Γ is a ...
Includes bibliographical references (leaf 47)Most books on advanced calculus contain sane discussion...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
In this paper we analyze the behavior of the Gamma function at its critical points and points of dis...
In this thesis, we study the negative critical points and critical values ofthe gamma function, and ...
The Gamma function Γ (s)(-r) is defined by Γ (s)(-r) = N - lim ε→0 ∫ε ∞ t -r-1, ln s t e -t dt for r...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to s...
학위논문 (석사)-- 서울대학교 대학원 : 수리과학부, 2013. 2. 김영원.The gamma function, introduced by the Swiss mathematicia...
The purpose of this paper is to develop and obtain a formula for the gamma function (according to sc...
This report attempts to explore and extend the use of Otto Hölder’s theorem on the Gamma Function, Γ...
Some of the best methods for computing the gamma function are based on numerical evaluation of Hanke...
We discuss the best methods available for computing the gamma function $\Gamma(z)$ in arbitrary-prec...
We explore the approximation formulas for the inverse function of Γ. The inverse function of Γ is a ...
Includes bibliographical references (leaf 47)Most books on advanced calculus contain sane discussion...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
Several professors of mathematics from the renowned universities in Australia, Canada, Europe, India...
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