DOIAbstract
AbstractWe prove the following double-inequality for the beta function with the best possible bounds α = 0 and β = 0.08731.... Our theorem improves a recently published result of Dragomir et al., who established (*) with α = ) and β = 1
AbstractWe prove the following double-inequality for the beta function with the best possible bounds α = 0 and β = 0.08731.... Our theorem improves a recently published result of Dragomir et al., who established (*) with α = ) and β = 1
In this paper we establish some inequalities involving the Eulerbeta function. We use the ideas and ...
In this paper some new inequalities for the Čebyšev functional are presented. They have applications...
We introduce a method which can be used to establish sharp maximal estimates for functions of bounde...
AbstractWe prove the following double-inequality for the beta function with the best possible bound...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We improve several results recently established by Dragomir et al. in (2000) for the Gamma and Beta...
We present various inequalities for Euler’s beta function of n variables. One of our theorems states...
>IJH=?J In this paper, new sharp bounds for circular and hyperbolic functions are proved. We provide...
>IJH=?J In this paper, new sharp bounds for circular and hyperbolic functions are proved. We provide...
AbstractIn this paper some new inequalities for the Čebyšev functional are presented. They have appl...
Let g(x):= (e/x)x\u393(x+1) and F(x,y):= g(x)g(y)/g(x+y). Let Dx,y(k) be the k th differential in Ta...
In this paper we establish some inequalities involving the Eulerbeta function. We use the ideas and ...
In this paper some new inequalities for the Čebyšev functional are presented. They have applications...
We introduce a method which can be used to establish sharp maximal estimates for functions of bounde...
AbstractWe prove the following double-inequality for the beta function with the best possible bound...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We improve several results recently established by Dragomir et al. in (2000) for the Gamma and Beta...
We present various inequalities for Euler’s beta function of n variables. One of our theorems states...
>IJH=?J In this paper, new sharp bounds for circular and hyperbolic functions are proved. We provide...
>IJH=?J In this paper, new sharp bounds for circular and hyperbolic functions are proved. We provide...
AbstractIn this paper some new inequalities for the Čebyšev functional are presented. They have appl...
Let g(x):= (e/x)x\u393(x+1) and F(x,y):= g(x)g(y)/g(x+y). Let Dx,y(k) be the k th differential in Ta...
In this paper we establish some inequalities involving the Eulerbeta function. We use the ideas and ...
In this paper some new inequalities for the Čebyšev functional are presented. They have applications...
We introduce a method which can be used to establish sharp maximal estimates for functions of bounde...
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