Add to ORKGAbstract. In this paper, using Bottema's inequality for two trian-gles and other results, the generalization of an inequality involving the medians and angle-bisectors of the triangle is proved. This settles armatively a problem posed by J-Liu
In this study, we derive a reverse inequality of the triangle inequality under various conditions. I...
Abstract. In this paper we characterize equality attainedness in some recently obtained generalized ...
We give an inequality for the tanradii of a triangle in terms of circumradius and inradius
The purpose of this paper is to give a negative answer to a new open question that aimed to generali...
A generalization of a geometric inequality of Klamkin is established by considering the triples of ...
The triangle inequality is basic for many results in real and complex analysis. The geometric form s...
The purpose of this paper is to give a negative answer to a possible generalization of an open ques...
We consider certain refinements of the arithmetic and geometric means. The results generalize an ine...
AbstractIn this paper, the authors give a new refinement of the Janous–Gmeiner inequality for a tria...
We consider certain refinements of the arithmetic and geometric means, the results generalize an ine...
The purpose of this paper is to give a negative answer to a possible generalization of an open ques...
We consider certain refinements of the arithmetic and geometric means. The re-sults generalize an in...
By using the basic inequality of the triangle and Stewart’s theorem, a geometric inequality for two...
In this paper, we present several inequalities among various elements of a triangle
Some additive reverses of the generalized triangle inequality in normed linear spaces are given. App...
In this study, we derive a reverse inequality of the triangle inequality under various conditions. I...
Abstract. In this paper we characterize equality attainedness in some recently obtained generalized ...
We give an inequality for the tanradii of a triangle in terms of circumradius and inradius
The purpose of this paper is to give a negative answer to a new open question that aimed to generali...
A generalization of a geometric inequality of Klamkin is established by considering the triples of ...
The triangle inequality is basic for many results in real and complex analysis. The geometric form s...
The purpose of this paper is to give a negative answer to a possible generalization of an open ques...
We consider certain refinements of the arithmetic and geometric means. The results generalize an ine...
AbstractIn this paper, the authors give a new refinement of the Janous–Gmeiner inequality for a tria...
We consider certain refinements of the arithmetic and geometric means, the results generalize an ine...
The purpose of this paper is to give a negative answer to a possible generalization of an open ques...
We consider certain refinements of the arithmetic and geometric means. The re-sults generalize an in...
By using the basic inequality of the triangle and Stewart’s theorem, a geometric inequality for two...
In this paper, we present several inequalities among various elements of a triangle
Some additive reverses of the generalized triangle inequality in normed linear spaces are given. App...
In this study, we derive a reverse inequality of the triangle inequality under various conditions. I...
Abstract. In this paper we characterize equality attainedness in some recently obtained generalized ...
We give an inequality for the tanradii of a triangle in terms of circumradius and inradius