Add to ORKGWe give an infinite family of functions involving the gamma function whose logarithmic derivatives are completely monotonic. Each such function gives rise to an infinitely divisible probability distribution. Other similar results are also obtained for specific combinations of the gamma and g-gamma functions. ©2005 American Mathematical Society
In the paper, three basic properties of the logarithmically N-alternating\ud monotonic functions are...
In the paper, three basic properties of the logarithmically N-alternating monotonic functions are e...
In this article, we characterize the classes of absolutely continuous distributions concentrated on ...
We give an infinite family of functions involving the gamma function whose logarithmic derivatives a...
AbstractSeveral functions involving the gamma function Γ(x) and the q-gamma function Γq(x) are prove...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
In this paper ,we present some logarithmically completely monotonic\ud functions . Furthermore ,we o...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
We prove some properties of completely monotonic functions and apply them to obtain new results on ...
Abstract In the paper, the authors concisely survey and review some func-tions involving the gamma f...
We show that the function is strictly logarithmically completely monotonic on if and only if ...
In this expository article we survey some properties of completely monotonic functions and give vari...
AbstractWe introduce completely monotonic functions of order r>0 and show that the remainders in asy...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
A necessary and sufficient condition for the existence of the mean of distributions with completely ...
In the paper, three basic properties of the logarithmically N-alternating\ud monotonic functions are...
In the paper, three basic properties of the logarithmically N-alternating monotonic functions are e...
In this article, we characterize the classes of absolutely continuous distributions concentrated on ...
We give an infinite family of functions involving the gamma function whose logarithmic derivatives a...
AbstractSeveral functions involving the gamma function Γ(x) and the q-gamma function Γq(x) are prove...
In this paper ,we present some logarithmically completely monotonic functions . Furthermore ,we obt...
In this paper ,we present some logarithmically completely monotonic\ud functions . Furthermore ,we o...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
We prove some properties of completely monotonic functions and apply them to obtain new results on ...
Abstract In the paper, the authors concisely survey and review some func-tions involving the gamma f...
We show that the function is strictly logarithmically completely monotonic on if and only if ...
In this expository article we survey some properties of completely monotonic functions and give vari...
AbstractWe introduce completely monotonic functions of order r>0 and show that the remainders in asy...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
A necessary and sufficient condition for the existence of the mean of distributions with completely ...
In the paper, three basic properties of the logarithmically N-alternating\ud monotonic functions are...
In the paper, three basic properties of the logarithmically N-alternating monotonic functions are e...
In this article, we characterize the classes of absolutely continuous distributions concentrated on ...