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st: New version of -somersd- on SSC
Thanks to Kit Baum, a new version of the -somersd- package is available
for download from SSC. In Stata, use the -ssc- command to do this.
The -somersd- package is described as below on my website. The new
version adds to the -censlope- program a new option
-ystargenerate(newvarlist)-, which generates variables of the form
ystar(beta)=Y-X*beta
where Y is the Y-variable, X is the X-variable, and beta is a
generalized Theil-Sen median (or other percentile) slope. These
variables can be used to calculate the intercepts corresponding to
median slopes, conventionally defined as medians of ystar variables.
These intercepts can then be used to draw straight lines through scatter
plots. The online help, and the manual -censlope.pdf-, demonstrate how
to do this.
Best wishes
Roger
------------------------------------------------------------------------
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package somersd from http://www.imperial.ac.uk/nhli/r.newson/stata9
------------------------------------------------------------------------
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TITLE
somersd: Kendall's tau-a, Somers' D and percentile slopes
DESCRIPTION/AUTHOR(S)
The somersd package contains the programs somersd, censlope and
cendif,
which calculate confidence intervals for a range of parameters
behind
rank or "nonparametric" statistics. somersd calculates confidence
intervals for generalized Kendall's tau-a or Somers' D parameters,
and stores the estimates and their covariance matrix as estimation
results.
It can be used on left-censored, right-censored, clustered and/or
stratified data. censlope is an extended version of somersd, which
also
calculates confidence limits for the generalized Theil-Sen median
slopes
(or other percentile slopes) corresponding to the version of
Somers' D
or Kendall's tau-a estimated. cendif is an easy-to-use program to
calculate confidence intervals for Hodges-Lehmann median
differences
(or other percentile differences) between two groups. The somersd
package
can be used to calculate confidence intervals for a wide range of
rank-based parameters, which are special cases of Kendall's tau-a,
Somers' D or percentile slopes. These parameters include
differences
between proportions, Harrell's c index, areas under receiver
operating
characteristic (ROC) curves, differences between Harrell's c
indices or
ROC areas, Gini coefficients, population attributable fractions,
median
differences, ratios, slopes and per-unit ratios, and the
parameters
behind the sign test and the Wilcoxon-Mann-Whitney or
Breslow-Gehan
ranksum tests. Full documentation of the programs (including
methods and
formulas) can be found in the manual files somersd.pdf,
censlope.pdf and
cendif.pdf, which can be viewed using the Adobe Acrobat Reader.
Author: Roger Newson
Distribution-date: 08 June 2006
Stata-version: 9
INSTALLATION FILES (click here to
install)
cendif.ado
censlope.ado
somers_p.ado
somersd.ado
cendif.hlp
censlope.hlp
censlope_iteration.hlp
mf_bcsf_bracketing.hlp
mf_blncdtree.hlp
mf_somdtransf.hlp
mf_u2jackpseud.hlp
somersd.hlp
somersd_mata.hlp
_bcsf_bisect.mata
_bcsf_bracketing.mata
_bcsf_regula.mata
_bcsf_ridders.mata
_blncdtree.mata
_somdtransf.mata
_u2jackpseud.mata
_v2jackpseud.mata
blncdtree.mata
tidot.mata
tidottree.mata
lsomersd.mlib
ANCILLARY FILES (click here to get)
cendif.pdf
censlope.pdf
somersd.pdf
------------------------------------------------------------------------
------------
(click here to return to the previous screen)
Roger Newson
Lecturer in Medical Statistics
TELEPHONE: (+44) 020 7594 0939
FAX: (+44) 020 7594 0942
EMAIL: [email protected]
WEBSITE: http://www.imperial.ac.uk/nhli/r.newson/
POSTAL ADDRESS:
Respiratory Epidemiology and Public Health Group
National Heart and Lung Institute at Imperial College London
St Mary's Campus
Norfolk Place
London W2 1PG
STREET ADDRESS:
Respiratory Epidemiology and Public Health Group
National Heart and Lung Institute at Imperial College London
47 Praed Street
Paddington
London W1 1NR
SOON moving again to:
National Heart and Lung Institute at Imperial College London
Emmanual Kay Building
Manresa Road
London SW3 6LR
Opinions expressed are those of the author, not of the institution.
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