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SPSS Library: A history of SPSS statistical features


This page was adapted from a web page at the SPSS web page. 
We thank SPSS for their permission to adapt and distribute this page via our web site.


SPSS is committed to providing you with the most powerful and up-to-date statistical
procedures because statistics are the core of your analyses. New statistics and
enhancements to the existing statistical procedures are made in every new release of SPSS
software. And, SPSS releases a new version every 12-18 months. This white paper lists the
statistical enhancements that we’ve added to the SPSS product line starting with version
5.0 through our upcoming version, 9.0. It demonstrates our commitment to the "Real
Stats" part of "Real Stats. Real Easy."

SPSS 5.0

New features

Enhancements

MANOVA:
Ability to request observed power values based upon fixed-effect assumptions for all
univariate and multivariate F tests and t-tests Four types of power values: 1. Approximate
power values, 2. exact power values, 3. alpha level at which the power is to be calculated
for F tests, 4. alpha level at which the power is to be calculated for t-tests Obtain
simultaneous confidence intervals for each parameter estimate and regression coefficient.
Both univariate (Scheffe and Bonferroni) were made available. Request either joint or
individual univariate and multivariate confidence intervals and also vary the confidence
level. Display the effect size values and optimal Scheffe contrast coefficients for the
estimated size of the effects in the model Hierarchical and K-Means clustering methods in
QUICK CLUSTER. Changed the weighted regression method to a nonlinear numerical method to
obtain the correct maximum likelihood estimates in PROBIT. Added discriminant score to the
Discriminant Analysis procedure. Changed the default to two-tailed significance in
CORRELATIONS.

SPSS 6.0

SPSS 6.1

SPSS 7.0

SPSS 7.5*

SPSS 8.0*

SPSS 9.0

*Features are subject to change as development progresses


This page was adapted from a web page at the SPSS web page. 
We thank SPSS for their permission to adapt and distribute this page via our web site.