We present a new method to study analytic inequalities involving n variables. Regarding its applications, we proved some well-known inequalities and improved Carleman's inequality
The averaging method of proving inequalities is generalized; some examples are detailed, including C...
In this paper, we obtain a strenthened Carleman’s inequality by decreasing its weight coefficient ,a...
This is a survey and expository article. Some new developments on refinements, generalizations, appl...
We present a new method to study analytic inequalities involving variables. Regarding its applica...
This paper gives a new proof method of analytic inequality involving n variables. As its Applicatio...
This paper gives another new proof method of analytic inequality involving n variables.\ud As its ap...
In this short note Carleman's inequality is combined with convergent series to obtain new inequaliti...
For more than a century, the study of various types of inequalities has been the focus of great atte...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
AbstractIn this paper, we shall use some elementary techniques such as appropriate integral represen...
AbstractIn this paper, the results given in [2] have been generalized and a new simpler proof is giv...
In this paper we shall consider some famous means such as arithmetic, harmonic, geometric, root-squ...
AbstractSome inequalities involving the constanteare considered. A strengthened Carleman's inequalit...
This monograph presents univariate and multivariate classical analyses of advanced inequalities. Thi...
A generalization of the classical inequality of Cauchy in its complex version is applied to obtain n...
The averaging method of proving inequalities is generalized; some examples are detailed, including C...
In this paper, we obtain a strenthened Carleman’s inequality by decreasing its weight coefficient ,a...
This is a survey and expository article. Some new developments on refinements, generalizations, appl...
We present a new method to study analytic inequalities involving variables. Regarding its applica...
This paper gives a new proof method of analytic inequality involving n variables. As its Applicatio...
This paper gives another new proof method of analytic inequality involving n variables.\ud As its ap...
In this short note Carleman's inequality is combined with convergent series to obtain new inequaliti...
For more than a century, the study of various types of inequalities has been the focus of great atte...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
AbstractIn this paper, we shall use some elementary techniques such as appropriate integral represen...
AbstractIn this paper, the results given in [2] have been generalized and a new simpler proof is giv...
In this paper we shall consider some famous means such as arithmetic, harmonic, geometric, root-squ...
AbstractSome inequalities involving the constanteare considered. A strengthened Carleman's inequalit...
This monograph presents univariate and multivariate classical analyses of advanced inequalities. Thi...
A generalization of the classical inequality of Cauchy in its complex version is applied to obtain n...
The averaging method of proving inequalities is generalized; some examples are detailed, including C...
In this paper, we obtain a strenthened Carleman’s inequality by decreasing its weight coefficient ,a...
This is a survey and expository article. Some new developments on refinements, generalizations, appl...
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