ASA076
Owen's T Function
ASA076 is a MATLAB program,
using double precision arithmetic,
which evaluates Owen's T function.
ASA076 is Applied Statistics Algorithm 76. Source code for many
Applied Statistics Algorithms is available through
STATLIB.
Related Data and Programs:
ASA005
is a FORTRAN77 library which
evaluates the CDF of the noncentral T distribution, and uses Owen's T function.
ASA076 is also available in
a C++ version and
a FORTRAN77 version and
a FORTRAN90 version.
ASA243
is a FORTRAN77 library which
evaluates the CDF of the noncentral T distribution.
OWENS
is a FORTRAN77 library which
evaluates Owen's T function.
Reference:
-
Richard Boys,
Remark AS R80:
A Remark on Algorithm AS76:
An Integral Useful in Calculating Noncentral T and Bivariate
Normal Probabilities,
Applied Statistics,
Volume 38, Number 3, 1989, pages 580-582.
-
Youn-Min Chou,
Remark AS R55:
A Remark on Algorithm AS76:
An Integral Useful in Calculating Noncentral T and Bivariate
Normal Probabilities,
Applied Statistics,
Volume 34, Number 1, 1985, pages 100-101.
-
PW Goedhart, MJW Jansen,
Remark AS R89:
A Remark on Algorithm AS76:
An Integral Useful in Calculating Noncentral T and Bivariate
Normal Probabilities,
Applied Statistics,
Volume 41, Number 2, 1992, pages 496-497.
-
MA Porter, DJ Winstanley,
Remark AS R30:
A Remark on Algorithm AS76:
An Integral Useful in Calculating Noncentral T and Bivariate
Normal Probabilities,
Applied Statistics,
Volume 28, Number 1, 1979, page 113.
-
JC Young, Christoph Minder,
Algorithm AS 76:
An Algorithm Useful in Calculating Non-Central T and
Bivariate Normal Distributions,
Applied Statistics,
Volume 23, Number 3, 1974, pages 455-457.
Source Code:
-
alnorm.m
computes the cumulative density of the standard normal distribution.
-
owen_values.m
returns some values of Owen's T function.
-
tfn.m
calculates the T-function of Owen.
-
tha.m
computes Owen's T function.
-
timestamp.m
prints out the current YMDHMS date as a timestamp.
Examples and Tests:
You can go up one level to
the MATLAB source codes.
Last revised on 20 January 2008.