AbstractThe main object of this work is to give some conditions for a class of functions to be logarithmically completely monotonic. Our result is shown to be an extension of a result which was proven in the recent literature on this subject
Abstract In this paper, by using the properties of an auxiliary function, we mainly present the nece...
In this paper, two classes of functions, involving a parameter and the Euler gamma function, and tw...
In this paper, two classes of functions, involving a parameter and\ud the Euler gamma function, and ...
We study the recent investigations on a class of functions which are logarithmically completely mono...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
We show that the function is strictly logarithmically completely monotonic on if and only if ...
By a simple approach, two classes of functions involving Euler’s\ud gamma function and originating f...
By a simple approach, two classes of functions involving Euler’s gamma function and originating fro...
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...
Abstract In the paper, the authors concisely survey and review some func-tions involving the gamma f...
Abstract. A function f: (0, ∞) → R is said to be completely monotonic if (−1) n f (n) (x) ≥ 0 for ...
In the paper, the authors find necessary and sufficient conditions such that a function related to t...
AbstractIn this article, we present several properties of the composition of functions which are rel...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
Abstract In this paper, by using the properties of an auxiliary function, we mainly present the nece...
In this paper, two classes of functions, involving a parameter and the Euler gamma function, and tw...
In this paper, two classes of functions, involving a parameter and\ud the Euler gamma function, and ...
We study the recent investigations on a class of functions which are logarithmically completely mono...
AbstractIn this article, a necessary condition, several sufficient conditions and a sufficient and n...
We show that the function is strictly logarithmically completely monotonic on if and only if ...
By a simple approach, two classes of functions involving Euler’s\ud gamma function and originating f...
By a simple approach, two classes of functions involving Euler’s gamma function and originating fro...
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...
Abstract In the paper, the authors concisely survey and review some func-tions involving the gamma f...
Abstract. A function f: (0, ∞) → R is said to be completely monotonic if (−1) n f (n) (x) ≥ 0 for ...
In the paper, the authors find necessary and sufficient conditions such that a function related to t...
AbstractIn this article, we present several properties of the composition of functions which are rel...
AbstractWe present some complete monotonicity and logarithmically complete monotonicity properties f...
Abstract In this paper, by using the properties of an auxiliary function, we mainly present the nece...
In this paper, two classes of functions, involving a parameter and the Euler gamma function, and tw...
In this paper, two classes of functions, involving a parameter and\ud the Euler gamma function, and ...
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