DOIAbstract
AbstractThe purpose of this paper is to give new characterizations of some mean-values of two positive real numbers. The arithmetic, geometric, and harmonic means of two positive real numbers are the fundamentals of this paper
AbstractThe purpose of this paper is to give new characterizations of some mean-values of two positive real numbers. The arithmetic, geometric, and harmonic means of two positive real numbers are the fundamentals of this paper
We are given two positive numbers show how to construct a length corresponding to the harmonic mean ...
AbstractA formula is derived from which one can obtain a family of two-sided inequalities involving ...
Means of positive numbers are well-know but the theory of matrix means due to Kubo and Ando is less ...
AbstractThe purpose of this paper is to give a characterization of some mean values of two positive ...
For , the power mean of order of two positive numbers and is defined by . In this paper, we...
In the case of two positive numbers, the geometric mean is closer to the harmonic than to the arithm...
In this article, a type of mean values of several positive numbers\ud with two parameters are define...
In this article, a type of mean values of several positive numbers with two parameters are defined ...
AbstractA sharper form of the arithmetic-geometric-mean inequality for a pair of positive definite m...
AbstractWe introduce and study a new positive definite (in certain singular cases, positive semidefi...
For , the power mean of order of two positive numbers and is defined by , for , and , for...
For p∈R, the power mean of order p of two positive numbers a and b is defined by Mp(a,b)=((ap...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
AbstractRecently, Sagae and Tanabe defined a geometric mean of positive definite matrices and proved...
Means of positive numbers are well-know but the theory of matrix means due to Kubo and Ando is less ...
We are given two positive numbers show how to construct a length corresponding to the harmonic mean ...
AbstractA formula is derived from which one can obtain a family of two-sided inequalities involving ...
Means of positive numbers are well-know but the theory of matrix means due to Kubo and Ando is less ...
AbstractThe purpose of this paper is to give a characterization of some mean values of two positive ...
For , the power mean of order of two positive numbers and is defined by . In this paper, we...
In the case of two positive numbers, the geometric mean is closer to the harmonic than to the arithm...
In this article, a type of mean values of several positive numbers\ud with two parameters are define...
In this article, a type of mean values of several positive numbers with two parameters are defined ...
AbstractA sharper form of the arithmetic-geometric-mean inequality for a pair of positive definite m...
AbstractWe introduce and study a new positive definite (in certain singular cases, positive semidefi...
For , the power mean of order of two positive numbers and is defined by , for , and , for...
For p∈R, the power mean of order p of two positive numbers a and b is defined by Mp(a,b)=((ap...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
AbstractRecently, Sagae and Tanabe defined a geometric mean of positive definite matrices and proved...
Means of positive numbers are well-know but the theory of matrix means due to Kubo and Ando is less ...
We are given two positive numbers show how to construct a length corresponding to the harmonic mean ...
AbstractA formula is derived from which one can obtain a family of two-sided inequalities involving ...
Means of positive numbers are well-know but the theory of matrix means due to Kubo and Ando is less ...