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- Logarithmic Convexity and Inequalities for the Gamma Function*
- Topic 13: Analytic Continuation and the Gamma Function
- Efficient Approximation of the Incomplete Gamma Function for Use
- On Asymptotic Constants Related to Products of Bernoulli Numbers and Factorials
- A Table of Integrals of the Error Functions*
- A Note on the Logarithmic Derivative of the Gamma Function
- 2.3 Gamma and Log-Gamma Functions
- An Asymptotic Expansion for the Bernoulli Numbers of the Second Kind
- Expint: Exponential Integral and Incomplete Gamma Function
- Inequalities for the Gamma Function
- The Gamma Function! a Senior Mathematics Essay
- ON the GAMMA FUNCTION and ITS APPLICATIONS 1. Introduction the Common Method for Determining the Value of N! Is Naturally Recurs
- New Integral Representations of the Polylogarithm Function
- On the Definition of Euler Gamma Function Ricardo Pérez-Marco
- Fall 2008) the Gamma Function Suppose That P > 0, and Define Γ(P
- The Gamma Function (Factorial Function)
- List of Integrals of Exponential Functions 1 List of Integrals of Exponential Functions
- Multiple Gamma Functions and Derivatives of L-Functions at Non-Positive Integers Marat Rovinsky
- On Some Inequalities for the Incomplete Gamma Function
- THE BERNOULLI NUMBERS, POWER SUMS, and ZETA VALUES the Bernoulli Numbers Arise Naturally in the Context of Computing the Power S
- The Incomplete Gamma Function Part I - Derivation and Solution
- Approximation of Euler Number Using Gamma Function
- Bernoulli Numbers and the Unity of Mathematics
- Introduction to the Gamma Function
- The Log-Gamma Distribution and Non-Normal Error
- Notes on Gamma and Zeta Mark Haiman, Aug. 2014
- An Algorithm for the Evaluation of the Gamma Function and Ramifications
- Uniform Asymptotic Expansions of the Incomplete Gamma Functions and the Incomplete Beta Function
- Table of Integrals, Series, and Products Seventh Edition Table of Integrals, Series, and Products Seventh Edition
- Tables of Integrals and Ot,Her Mathematical Data the Macmillan Company New York
- Explicit Formula for Even-Index Bernoulli Numbers
- Fast and Accurate Evaluation of a Generalized Incomplete Gamma Function Rémy Abergel, Lionel Moisan
- The Eulerian Functions
- Leonhard Euler's Integral: a Historical Profile of the Gamma Function: in Memoriam: Milton Abramowitz Author(S): Philip J
- THE GAMMA FUNCTION and the ZETA FUNCTION Contents 1. The
- A Study of Elliptic Gamma Function and Allies Vicen¸Tiu Pa¸Sol1 and Wadim Zudilin2,3,4*
- Gamma and Beta Integrals 1 Gamma Function
- September 2007
- The Gamma Function
- Appendix Curious and Exotic Identities for Bernoulli Numbers
- Computation of Matrix Gamma Function
- The Gamma and the Beta Function
- The Logarithmic Derivative of the Gamma Function
- A Computational Procedure for Incomplete Gamma Functions
- Relations Among the Riemann Zeta and Hurwitz Zeta Functions, As Well As Their Products
- SPECIAL VALUES of MULTIPLE POLYLOGARITHMS 1. Introduction
- Notes on the Gamma Function and the Riemann Zeta Function
- Chapter 8 Euler's Gamma Function
- Arxiv:1906.00122V1 [Math.NT] 31 May 2019 Generalising the Wallis Product
- A Table of Integrals of Exponential Integral
- 1. Gamma Function We Will Prove That the Improper Integral Γ(X)
- On the Product of the Gamma Function and the Riemann Zeta Function
- The Gamma Function
- Asymptotic and Exact Series Representations for the Incomplete Gamma Function 2
- Bernoulli Polynomials and Asymptotic Expansions of the Quotient of Gamma Functions