AbstractThis paper deals with a new generalized and sharp version of Jordan’s inequality which is a unified generalization of some known results. An application of our results to the improvement of the Yang Le inequality is provided in this paper
AbstractSome generalizations and refinements of the well-known Hölder’s inequality are obtained
This is an expository article. Some developments on refinements,\ud generalizations, applications of...
In this short note, the well-known Young’s inequality is refined by\ud a double inequality
AbstractIn this work, two refined forms of Jordan’s inequality: (a)2π+1π3(π2−4x2)+12−π216π5(π2−4x2)2...
AbstractIn this work, the following inequality: sinxx≤2π+π−2π3(π2−4x2),x∈(0,π/2] is established. An ...
AbstractA new refined form of Jordan’s inequality [D.S. Mitrinovic, Analytic Inequalities, Springer-...
Abstract. Some new refinements are presented for Jensen’s inequality. These strengthen several resul...
The main purpose of this paper is to present two methods of sharpening Jordan’s in-equality. The fir...
This is a survey and expository article. Some new developments on refinements, generalizations, appl...
The polynomial bounds of Jordan’s inequality, especially the cubic and quartic polynomial bounds, ha...
In this paper, the author gives a new extension of Hilbert’s inequality by introducing some paramete...
Abstract. This is a survey and expository article. Some new developments on refinements, generalizat...
AbstractIn this work, we first prove a generalized version of a parameterized Jordan-type inequality...
Abstract. We give another global upper bound for Jensen’s discrete inequal-ity which is better than ...
Abstract. A generalization of Hardy-Hilbert’s integral inequality was given by B.Yang in [18]. The m...
AbstractSome generalizations and refinements of the well-known Hölder’s inequality are obtained
This is an expository article. Some developments on refinements,\ud generalizations, applications of...
In this short note, the well-known Young’s inequality is refined by\ud a double inequality
AbstractIn this work, two refined forms of Jordan’s inequality: (a)2π+1π3(π2−4x2)+12−π216π5(π2−4x2)2...
AbstractIn this work, the following inequality: sinxx≤2π+π−2π3(π2−4x2),x∈(0,π/2] is established. An ...
AbstractA new refined form of Jordan’s inequality [D.S. Mitrinovic, Analytic Inequalities, Springer-...
Abstract. Some new refinements are presented for Jensen’s inequality. These strengthen several resul...
The main purpose of this paper is to present two methods of sharpening Jordan’s in-equality. The fir...
This is a survey and expository article. Some new developments on refinements, generalizations, appl...
The polynomial bounds of Jordan’s inequality, especially the cubic and quartic polynomial bounds, ha...
In this paper, the author gives a new extension of Hilbert’s inequality by introducing some paramete...
Abstract. This is a survey and expository article. Some new developments on refinements, generalizat...
AbstractIn this work, we first prove a generalized version of a parameterized Jordan-type inequality...
Abstract. We give another global upper bound for Jensen’s discrete inequal-ity which is better than ...
Abstract. A generalization of Hardy-Hilbert’s integral inequality was given by B.Yang in [18]. The m...
AbstractSome generalizations and refinements of the well-known Hölder’s inequality are obtained
This is an expository article. Some developments on refinements,\ud generalizations, applications of...
In this short note, the well-known Young’s inequality is refined by\ud a double inequality
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