AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmically complete monotonicity of functions related to the gamma, psi and tetragamma functions are obtained. Relevant connections of the results presented here with those derived in earlier works are also pointed out
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
The main aim of this paper is to improve the Burnside's formula for approximating the factorial func...
AbstractWe study the remainder RN(x) in an asymptotic expansion due to S.N.M. Ruijsenaars, for the l...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
AbstractIn this paper we prove a complete monotonicity theorem and establish some upper and lower bo...
AbstractIn this paper, the logarithmically complete monotonicity of the function exΓ(x+β)/xx+β−α in ...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
AbstractA logarithmically completely monotonic function is completely monotonic. The function 1−lnx+...
We consider the following functions \[ f_n(x)=1-\ln x+\frac{\ln G_n(x+1)}{x} \text{ and }g_n(x)=\fra...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
In the paper, the authors extend a function arising from the Bernoulli trials in probability and inv...
In the article, the sufficient and necessary conditions such that a class of functions which involv...
AbstractBy using the first Binet's formula the strictly completely monotonic properties of functions...
AbstractWe introduce completely monotonic functions of order r>0 and show that the remainders in asy...
We prove some properties of completely monotonic functions and apply them to obtain new results on ...
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
The main aim of this paper is to improve the Burnside's formula for approximating the factorial func...
AbstractWe study the remainder RN(x) in an asymptotic expansion due to S.N.M. Ruijsenaars, for the l...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
AbstractIn this paper we prove a complete monotonicity theorem and establish some upper and lower bo...
AbstractIn this paper, the logarithmically complete monotonicity of the function exΓ(x+β)/xx+β−α in ...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
AbstractA logarithmically completely monotonic function is completely monotonic. The function 1−lnx+...
We consider the following functions \[ f_n(x)=1-\ln x+\frac{\ln G_n(x+1)}{x} \text{ and }g_n(x)=\fra...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
In the paper, the authors extend a function arising from the Bernoulli trials in probability and inv...
In the article, the sufficient and necessary conditions such that a class of functions which involv...
AbstractBy using the first Binet's formula the strictly completely monotonic properties of functions...
AbstractWe introduce completely monotonic functions of order r>0 and show that the remainders in asy...
We prove some properties of completely monotonic functions and apply them to obtain new results on ...
AbstractIn this paper, some properties associated with the complete monotonicity and the logarithmic...
The main aim of this paper is to improve the Burnside's formula for approximating the factorial func...
AbstractWe study the remainder RN(x) in an asymptotic expansion due to S.N.M. Ruijsenaars, for the l...