Miwa et al. (2003) proposed a numerical algorithm for evaluating multivariate normal probabilities. Starting with version 0.9-0 of the mvtnorm package (Hothorn et al., 2001; Genz et al., 2008), this algorithm is available to the R community. We give a brief introduction to Miwa's procedure and compare it, with respect to computing time and accuracy, to a quasi-randomized Monte-Carlo procedure proposed by Genz and Bretz (1999), which has been available through mvtnorm for some years now. The new algorithm is applicable to problems with dimension smaller than 20, whereas the procedures by Genz and Bretz (1999) can be used to evaluate 1000-dimensional normal distributions. At the end of this article, a suggestion is given for choosing a suitab...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...
A new method is introduced for geometrically reconstructing orthant probabilities for non-singular m...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...
Miwa et al. (2003) proposed a numerical algo-rithm for evaluating multivariate normal probabil-ities...
This paper introduces the usage and performance of the R package tlrmvnmvt, aimed at computing high-...
The role of Multivariate Normal Probabilities in Econometric Models has in the past been somewhat re...
Assessing the assumption of multivariate normality is required by many parametric multivariate stati...
Statistical analysis of multinomial data in complex datasets often requires estimation of the multiv...
We discuss methods for calculating multivariate normal probabilities by simulation and two new Stata...
We discuss methods for calculating multivariate normal probabilities by simulation and two new Stata...
An accurate and efficient numerical approximation of the multivariate normal (MVN) distribution func...
The numerical computation of a multivariate normal or t probability is often a difficult problem. Re...
In this note we examine using Genzbretz and Miwa algorithms to improve estimation of proposition of ...
In this note we examine using Genzbretz and Miwa algorithms to improve estimation of proposition of ...
The numerical computation of a multivariate normal or t probability is often a difficult problem. Re...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...
A new method is introduced for geometrically reconstructing orthant probabilities for non-singular m...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...
Miwa et al. (2003) proposed a numerical algo-rithm for evaluating multivariate normal probabil-ities...
This paper introduces the usage and performance of the R package tlrmvnmvt, aimed at computing high-...
The role of Multivariate Normal Probabilities in Econometric Models has in the past been somewhat re...
Assessing the assumption of multivariate normality is required by many parametric multivariate stati...
Statistical analysis of multinomial data in complex datasets often requires estimation of the multiv...
We discuss methods for calculating multivariate normal probabilities by simulation and two new Stata...
We discuss methods for calculating multivariate normal probabilities by simulation and two new Stata...
An accurate and efficient numerical approximation of the multivariate normal (MVN) distribution func...
The numerical computation of a multivariate normal or t probability is often a difficult problem. Re...
In this note we examine using Genzbretz and Miwa algorithms to improve estimation of proposition of ...
In this note we examine using Genzbretz and Miwa algorithms to improve estimation of proposition of ...
The numerical computation of a multivariate normal or t probability is often a difficult problem. Re...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...
A new method is introduced for geometrically reconstructing orthant probabilities for non-singular m...
A methodology has been developed and Fortran 90 programs have been written to evaluate multivariate ...