This paper discusses a SAS ® macro that provides three approaches to statistical inferences about Mahalanobis distance. Mahalanobis distance is useful as a multivariate effect size, being an extension of the standardized mean difference (i.e., Cohen’s d). This program calculates three point estimates of D2 (a sample estimate, a jackknife estimate, and an adjusted estimate advanced by Rao, 1973). Further, the program computes a series of confidence bands around each estimated value of D2. These confidence intervals are calculated employing two estimation procedures (an interval inversion approach and a common bootstrapping method). The paper presents a demonstration of the SAS/IML ® code employed in a macro entitled D2BAND, and provides a ta...
Version 8cTwo simple R functions to compute multivariate standardized differences between two groups...
This paper extends the Suzuki and Shimodora method [Suzuki R, Shimodora H. Pvclust: an R package for...
This dissertation develops new estimation methods that fit Johnson distributions and generalized Par...
Measures of effect size are recommended to communicate information on the strength of relationships....
A factor model based covariance matrix is used to build a new form of Mahalanobis distance. The dist...
The macro calculates confidence intervals for the shift-effect between the two inde-pendent and poss...
Based on the reasoning expressed by Mahalanobis in his original article, the present article extends...
We give a novel estimator of Mahalanobis distance D2 between two non-normal populations. We show tha...
Reiser (2001) proposes a method of forming confidence interval for a Mahalanobis distance that yield...
Cohen’s kappa coefficient has become a standard method for measuring the degree of agreement between...
I consider the problem of estimating the Mahalanobis distance between multivariate normal population...
where a and b are twomultivariate observations, Σ− is the inverse of the variance-covariance matrix...
AbstractUpper and lower bounds for the magnitude of the largest Mahalanobis distance, calculated fro...
Hotelling's T 2 and Mahalanobis distance are widely used in the statistical analysis of multivariate...
The statistical significance has been intensively criticized in medical and social sciences because ...
Version 8cTwo simple R functions to compute multivariate standardized differences between two groups...
This paper extends the Suzuki and Shimodora method [Suzuki R, Shimodora H. Pvclust: an R package for...
This dissertation develops new estimation methods that fit Johnson distributions and generalized Par...
Measures of effect size are recommended to communicate information on the strength of relationships....
A factor model based covariance matrix is used to build a new form of Mahalanobis distance. The dist...
The macro calculates confidence intervals for the shift-effect between the two inde-pendent and poss...
Based on the reasoning expressed by Mahalanobis in his original article, the present article extends...
We give a novel estimator of Mahalanobis distance D2 between two non-normal populations. We show tha...
Reiser (2001) proposes a method of forming confidence interval for a Mahalanobis distance that yield...
Cohen’s kappa coefficient has become a standard method for measuring the degree of agreement between...
I consider the problem of estimating the Mahalanobis distance between multivariate normal population...
where a and b are twomultivariate observations, Σ− is the inverse of the variance-covariance matrix...
AbstractUpper and lower bounds for the magnitude of the largest Mahalanobis distance, calculated fro...
Hotelling's T 2 and Mahalanobis distance are widely used in the statistical analysis of multivariate...
The statistical significance has been intensively criticized in medical and social sciences because ...
Version 8cTwo simple R functions to compute multivariate standardized differences between two groups...
This paper extends the Suzuki and Shimodora method [Suzuki R, Shimodora H. Pvclust: an R package for...
This dissertation develops new estimation methods that fit Johnson distributions and generalized Par...