Extension of complete monotonicity results involving the digamma function (original) (raw)

A completely monotonic function involving -gamma and -digamma functions

ahmed salem

Journal of Approximation Theory, 2012

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Some Inequalities for the p-Digamma Function

Edward Prempeh

2014

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Some Inequalities for the k-Digamma Function

Edward Prempeh

2014

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Some Inequalities for the (q, k)-Digamma Function

Edward Prempeh, Kwara Nantomah

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The p-Analogues of Some Inequalities for the Digamma Function

Edward Prempeh

2014

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Some Inequalities for the (p, q)-Digamma Function

Edward Prempeh, Kwara Nantomah

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A completely monotonic function involving q-gamma and q-digamma functions

Ahmed Salem

Journal of Approximation Theory, 2012

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The (p,q)(p,q)(p,q)-Analogues of Some Inequalities for the Digamma Function

Kwara Nantomah

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Complete monotonicity properties of a function involving the polygamma function

Kwara Nantomah

arXiv (Cornell University), 2018

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Some completely monotonic functions involving polygamma functions and an application

Feng Qi

Journal of Mathematical Analysis and Applications, 2005

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Some Inequalities for the Ratios of Generalized Digamma Functions

Kwara Nantomah

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Analogues of an Inequality for the m-th derivative of the Digamma Function

Edward Prempeh, Kwara Nantomah

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Complete Monotonicity of Functions Related to Trigamma and Tetragamma Functions

mona anis

Computer Modeling in Engineering & Sciences, 2022

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Logarithmically completely monotontic functions related the q−q-qgamma and the q−q-qdigamma functions with applications

Khaled Mehrez

arXiv: Classical Analysis and ODEs, 2015

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Complete monotonicity results for some functions involving the gamma and polygamma functions

Hamdullah Şevli

Mathematical and Computer Modelling, 2011

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Complete monotonicity of some functions involving polygamma functions

Feng Qi

2009

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Some completely monotonic functions involving the gamma and polygamma functions

Feng Qi

Journal of The Australian Mathematical Society, 2006

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Some inequalities for the q-digamma function

Toufik Mansour

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An inequality involving the gamma and digamma functions

Feng Qi

2011

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Estimating the digamma and trigamma functions by completely monotonicity arguments

Cristinel Mortici

Applied Mathematics and Computation, 2010

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Some monotonicity properties and inequalities for the (p, k)-gamma function

Kwara Nantomah

Kragujevac Journal of Mathematics, 2018

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A class of completely monotonic functions involving divided differences of the psi and polygamma functions and some applications

Feng Qi

2009

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On Some Complete Monotonicity of Functions Related to Generalized k − Gamma Function

Mansour M A H M O U D Abdelkhalek, hesham moustafa

Journal of Mathematics, 2021

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Uniqueness of nontrivially complete monotonicity for a class of functions involving polygamma functions

Feng Qi

2009

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Some results on the digamma function

Biljana Jolevska-Tuneska

Applied Mathematics & Information Sciences, 2013

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Some monotonicity properties and inequalities for Gamma\ Gamma Gamma and zeta\ zeta zeta-functions

Toufik Mansour

2010

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Logarithmically Complete Monotonicity of Certain Ratios Involving the \(k\)-Gamma Function

Kwara Nantomah

Communications in Mathematics and Applications, 2019

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COMPLETE MONOTONICITY OF TWO FUNCTIONS INVOLVING THE TRI- AND TETRA-GAMMA FUNCTIONS

Feng Qi

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Complete monotonicity of a family of functions involving the tri- and tetra-gamma functions

Feng Qi

2013

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Necessary and sufficient conditions for functions involving the tri- and tetra-gamma functions to be completely monotonic

Feng Qi

Advances in Applied Mathematics, 2010

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Complete Monotonicity and Inequalities of Functions Involving Gamma\GammaGamma-function

Mohammadkheer Al-Jararha

arXiv (Cornell University), 2017

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Some properties of the psi and polygamma functions

Feng Qi

2009

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Remarks on Some Inequalities for Analogues of the Polygamma Function

Kwara Nantomah

Mathematical Sciences and Applications E-Notes, 2018

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Necessary and sufficient conditions for a function involving divided differences of the di- and tri-gamma functions to be completely monotonic

Feng Qi

2009

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