This paper constructs some monotone functions and monotone sequences by means of\ud inequalities in [1], then it shows property of geometrically convex functions more clearly
We answer a few questions raised by S. Fitzpatrick concerning the representation of maximal monotone...
In this paper, we give some properties of α-convex functions and we characterize this class of funct...
This paper is concerned with the fine properties of monotone functions on $R^n$. We study the cont...
This paper constructs some monotone functions and monotone sequences by means of inequalities in [1...
In this paper, by using some properties of geometrically convex functions, some monotone\ud function...
In this paper, by using some properties of geometrically convex functions, some monotone functions ...
In this paper, by using some properties of geometrically convex functions, some monotone functions ...
A function is convex if its epigraph is convex. This geometrical structure has very strong implicati...
This paper presents the theory that guarantees the convexication of a strictly monotone function. We...
From the properties of geometrically convex functions, this paper presents the solution of question...
From the properties of geometrically convex functions, this paper presents the solution\ud of questi...
Abstract. This paper is concerned with the fine properties of monotone func-tions on Rn. We study th...
A function involving the divided differences of the psi function and the polygamma functions is pro...
AbstractWe prove some matrix monotonicity and matrix convexity properties for functions derived from...
Abstract. In this paper, by using the theory of generalized convexity functions we intro-duce and pr...
We answer a few questions raised by S. Fitzpatrick concerning the representation of maximal monotone...
In this paper, we give some properties of α-convex functions and we characterize this class of funct...
This paper is concerned with the fine properties of monotone functions on $R^n$. We study the cont...
This paper constructs some monotone functions and monotone sequences by means of inequalities in [1...
In this paper, by using some properties of geometrically convex functions, some monotone\ud function...
In this paper, by using some properties of geometrically convex functions, some monotone functions ...
In this paper, by using some properties of geometrically convex functions, some monotone functions ...
A function is convex if its epigraph is convex. This geometrical structure has very strong implicati...
This paper presents the theory that guarantees the convexication of a strictly monotone function. We...
From the properties of geometrically convex functions, this paper presents the solution of question...
From the properties of geometrically convex functions, this paper presents the solution\ud of questi...
Abstract. This paper is concerned with the fine properties of monotone func-tions on Rn. We study th...
A function involving the divided differences of the psi function and the polygamma functions is pro...
AbstractWe prove some matrix monotonicity and matrix convexity properties for functions derived from...
Abstract. In this paper, by using the theory of generalized convexity functions we intro-duce and pr...
We answer a few questions raised by S. Fitzpatrick concerning the representation of maximal monotone...
In this paper, we give some properties of α-convex functions and we characterize this class of funct...
This paper is concerned with the fine properties of monotone functions on $R^n$. We study the cont...