AbstractA new analytic inequality for logarithms which provides a converse to arithmetic meangeometric mean inequality and its applications in information theory are given
By the use of a counterpart inequality for Jensen's discrete inequality established in [1] for ...
In this article, the logarithmic convexities of the extended mean values are proved, an inequality o...
We proved a new and precise inequality between the differences of power means. As a consequence, an ...
A new analytic inequality for logarithms which provides a converse to arithmetic mean-geometric mean...
AbstractA new analytic inequality for logarithms which provides a converse to arithmetic meangeometr...
In this paper we prove a new analytic inequality for logarithms and apply it for the Noiseless Codin...
In this paper we discuss new inequalities for logarithmic mapping and apply them in Information Theo...
Using the concavity property of the log mapping and the weighted arithmetic mean - geometric mean in...
Using an inequality for convex functions by Andrica and Ra°a [1] (2.1), we point out a new inequalit...
AbstractUsing an inequality for convex functions by Andrica and Ra°a [1] (2.1), we point out a new i...
A generalized Lazarevic's inequality is established. The applications of this generalized Lazare...
In this paper we introduce a new type of the Hardy-Hilbert’s inequality\ud with logarithm. This allo...
We proved a new and precise inequality between the differences of power means. As a consequence, an...
For p∈ℝ, the generalized logarithmic mean Lp(a,b), arithmetic mean A(a,b), and geomet...
In this article, using inequality between logarithmic mean and one-parameter mean, which can be dedu...
By the use of a counterpart inequality for Jensen's discrete inequality established in [1] for ...
In this article, the logarithmic convexities of the extended mean values are proved, an inequality o...
We proved a new and precise inequality between the differences of power means. As a consequence, an ...
A new analytic inequality for logarithms which provides a converse to arithmetic mean-geometric mean...
AbstractA new analytic inequality for logarithms which provides a converse to arithmetic meangeometr...
In this paper we prove a new analytic inequality for logarithms and apply it for the Noiseless Codin...
In this paper we discuss new inequalities for logarithmic mapping and apply them in Information Theo...
Using the concavity property of the log mapping and the weighted arithmetic mean - geometric mean in...
Using an inequality for convex functions by Andrica and Ra°a [1] (2.1), we point out a new inequalit...
AbstractUsing an inequality for convex functions by Andrica and Ra°a [1] (2.1), we point out a new i...
A generalized Lazarevic's inequality is established. The applications of this generalized Lazare...
In this paper we introduce a new type of the Hardy-Hilbert’s inequality\ud with logarithm. This allo...
We proved a new and precise inequality between the differences of power means. As a consequence, an...
For p∈ℝ, the generalized logarithmic mean Lp(a,b), arithmetic mean A(a,b), and geomet...
In this article, using inequality between logarithmic mean and one-parameter mean, which can be dedu...
By the use of a counterpart inequality for Jensen's discrete inequality established in [1] for ...
In this article, the logarithmic convexities of the extended mean values are proved, an inequality o...
We proved a new and precise inequality between the differences of power means. As a consequence, an ...
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