Add to ORKGAn accurate and efficient algorithm for the inversion of the cumulative central beta distribution ratios is described. The algorithm is based on the combination of the Schwarzian-Newton method and asymptotic inversion methods when the parameters are large
在眾多產生貝他分配的方法中，我們研究Kennedy的演算法。在本文中，我們探討在小樣本下，不同參數組合(k,p,q,r) 產生同一貝他分配的情形。 There are mAny methods ...
A method for parallel inversion of the gamma distribution is described. This is very desirable for r...
For the normal cumulative distribution function: \u3a6(x) we give the new approximation 2**(-22**(1-...
An accurate and efficient algorithm for the inversion of the cumulative central beta distribution ra...
The computation and inversion of the noncentral beta distribution Bp,q(x, y) (or the noncentral F-di...
The computation and inversion of the binomial and negative binomial cumulative distribution function...
The computation and inversion of the binomial and negative binomial cumulative distribution function...
Resumen del trabajo presentado al Congreso de la Red de Polinomios Ortogonales y Teoría de Aproximac...
AbstractThe normalized incomplete beta function Ix(a,b) is inverted for large values of the paramete...
Some special functions are particularly relevant in applied probability and statistics. For example,...
The inversion of cumulative distribution functions is an important topic in statistics, probability ...
We present a numerical inversion method for generating random variates from continuous distributions...
We present a numerical inversion method for generating random variates from continuous distributions...
The generalized Marcum functions appear in problems of technical and scientific areas such as, for ...
We propose a near exact equation that links the quantile function and its quartiles of beta distrib...
在眾多產生貝他分配的方法中，我們研究Kennedy的演算法。在本文中，我們探討在小樣本下，不同參數組合(k,p,q,r) 產生同一貝他分配的情形。 There are mAny methods ...
A method for parallel inversion of the gamma distribution is described. This is very desirable for r...
For the normal cumulative distribution function: \u3a6(x) we give the new approximation 2**(-22**(1-...
An accurate and efficient algorithm for the inversion of the cumulative central beta distribution ra...
The computation and inversion of the noncentral beta distribution Bp,q(x, y) (or the noncentral F-di...
The computation and inversion of the binomial and negative binomial cumulative distribution function...
The computation and inversion of the binomial and negative binomial cumulative distribution function...
Resumen del trabajo presentado al Congreso de la Red de Polinomios Ortogonales y Teoría de Aproximac...
AbstractThe normalized incomplete beta function Ix(a,b) is inverted for large values of the paramete...
Some special functions are particularly relevant in applied probability and statistics. For example,...
The inversion of cumulative distribution functions is an important topic in statistics, probability ...
We present a numerical inversion method for generating random variates from continuous distributions...
We present a numerical inversion method for generating random variates from continuous distributions...
The generalized Marcum functions appear in problems of technical and scientific areas such as, for ...
We propose a near exact equation that links the quantile function and its quartiles of beta distrib...
在眾多產生貝他分配的方法中，我們研究Kennedy的演算法。在本文中，我們探討在小樣本下，不同參數組合(k,p,q,r) 產生同一貝他分配的情形。 There are mAny methods ...
A method for parallel inversion of the gamma distribution is described. This is very desirable for r...
For the normal cumulative distribution function: \u3a6(x) we give the new approximation 2**(-22**(1-...