AbstractThe incomplete beta function Bx(a,b) is defined for a,b>0 and 0<x<1 and its definition was extended to negative integer values of a and b in [E. Özçag¯, İ. Ege, H. Gürçay, An extension of the incomplete beta function for negative integers, J. Math. Anal. Appl., in press (doi:10.1016/j.jmaa.2007.05.075)]. In this work we define the partial derivatives of the incomplete beta function Bx(a,b) for negative integer values of a and b
We consider the incomplete gamma function γ(a,z) for Ra>0 and z∈C. We derive several convergent expa...
AbstractWe present several inequalities forfa(x)=Γ(a,x)Γ(a,0)(a>0,x⩾0), where Γ(a,x) is the incomple...
We study the probability that one beta-distributed random variable exceeds the maximum of two others...
AbstractThe incomplete beta function Bx(a,b) is defined for a,b>0 and 0<x<1 and its definition was e...
The incomplete beta function is defined as where Beta(p, q) is the beta function. Dutka (1981) gave ...
An algorithm for the computation of the regularized incomplete Beta function is described. This func...
We consider the incomplete beta function Bz(a, b) in the maximum domain of analyticity of its three ...
We consider the incomplete beta function Bz(a, b) in the maximum domain of analyticity of its three ...
AbstractThe q-analogue of the gamma function Γq(x) is defined for x>0,0<q<1. In this work the neutri...
The incomplete beta function is defined as where Beta(p, q) is the beta function. Dutka (1981) gave ...
We consider the incomplete beta function $B_{z}(a,b)$ in the maximum domain ofanalyticity of its thr...
Several investigations were done by many researchers on extended fractional derivatives operators us...
The aim of this paper is to derive the expansion formulae for the incomplete I-function. Furthermore...
The composition of the distributions x^λ and (x_+)^µ is evaluated for λ =−1,−2,...µ > 0 and λµ ∈ Z-...
We consider the incomplete gamma function γ(a,z) for Ra>0 and z∈C. We derive several convergent expa...
We consider the incomplete gamma function γ(a,z) for Ra>0 and z∈C. We derive several convergent expa...
AbstractWe present several inequalities forfa(x)=Γ(a,x)Γ(a,0)(a>0,x⩾0), where Γ(a,x) is the incomple...
We study the probability that one beta-distributed random variable exceeds the maximum of two others...
AbstractThe incomplete beta function Bx(a,b) is defined for a,b>0 and 0<x<1 and its definition was e...
The incomplete beta function is defined as where Beta(p, q) is the beta function. Dutka (1981) gave ...
An algorithm for the computation of the regularized incomplete Beta function is described. This func...
We consider the incomplete beta function Bz(a, b) in the maximum domain of analyticity of its three ...
We consider the incomplete beta function Bz(a, b) in the maximum domain of analyticity of its three ...
AbstractThe q-analogue of the gamma function Γq(x) is defined for x>0,0<q<1. In this work the neutri...
The incomplete beta function is defined as where Beta(p, q) is the beta function. Dutka (1981) gave ...
We consider the incomplete beta function $B_{z}(a,b)$ in the maximum domain ofanalyticity of its thr...
Several investigations were done by many researchers on extended fractional derivatives operators us...
The aim of this paper is to derive the expansion formulae for the incomplete I-function. Furthermore...
The composition of the distributions x^λ and (x_+)^µ is evaluated for λ =−1,−2,...µ > 0 and λµ ∈ Z-...
We consider the incomplete gamma function γ(a,z) for Ra>0 and z∈C. We derive several convergent expa...
We consider the incomplete gamma function γ(a,z) for Ra>0 and z∈C. We derive several convergent expa...
AbstractWe present several inequalities forfa(x)=Γ(a,x)Γ(a,0)(a>0,x⩾0), where Γ(a,x) is the incomple...
We study the probability that one beta-distributed random variable exceeds the maximum of two others...