The POWER Procedure
- Overview
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Getting Started
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Syntax
PROC POWER Statement LOGISTIC Statement MULTREG Statement ONECORR Statement ONESAMPLEFREQ Statement ONESAMPLEMEANS Statement ONEWAYANOVA Statement PAIREDFREQ Statement PAIREDMEANS Statement PLOT Statement TWOSAMPLEFREQ Statement TWOSAMPLEMEANS Statement TWOSAMPLESURVIVAL Statement TWOSAMPLEWILCOXON Statement
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Details
Overview of Power Concepts Summary of Analyses Specifying Value Lists in Analysis Statements Sample Size Adjustment Options Error and Information Output Displayed Output ODS Table Names Computational Resources Computational Methods and Formulas ODS Graphics ODS Styles Suitable for Use with PROC POWER
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Examples
One-Way ANOVA The Sawtooth Power Function in Proportion Analyses Simple AB/BA Crossover Designs Noninferiority Test with Lognormal Data Multiple Regression and Correlation Comparing Two Survival Curves Confidence Interval Precision Customizing Plots Binary Logistic Regression with Independent Predictors Wilcoxon-Mann-Whitney Test
- References
Grouped-Number-Lists
A grouped-number-list specifies multiple scenarios for numeric values in two or more groups, possibly including missing value indicators to solve for a specific group. The list can assume one of two general forms, a "crossed" version and a "matched" version.
Crossed Grouped-Number-Lists
The crossed version of a grouped number list consists of a series of number-lists (see the section Number-Lists), one representing each group, with groups separated by a vertical bar (|). The values for each group represent multiple scenarios for that group, and the scenarios for each individual group are crossed to produce the set of all scenarios for the analysis option. For example, you can specify the following six scenarios for the sizes 
of two groups
 |
|||
 |
as follows:
GROUPNS = 20 25 | 30 40 50
If the analysis can solve for a value in one group given the other groups, then one of the number-lists in a crossed grouped-number-list can be a missing value indicator (.). For example, in a two-sample 
test you can posit three scenarios for the group 2 sample size while solving for the group 1 sample size:
GROUPNS = . | 30 40 50
Some analyses can involve more than two groups. For example, you can specify 2 
3 1 = 6 scenarios for the means of three groups in a one-way ANOVA as follows:
GROUPMEANS = 10 12 | 10 to 20 by 5 | 24
Matched Grouped-Number-Lists
The matched version of a grouped number list consists of a series of numeric lists, each enclosed in parentheses. Each list consists of a value for each group and represents a single scenario for the analysis option. Multiple scenarios for the analysis option are represented by multiple lists. For example, you can express the crossed grouped-number-list
GROUPNS = 20 25 | 30 40 50
alternatively in a matched format:
GROUPNS = (20 30) (20 40) (20 50) (25 30) (25 40) (25 50)
The matched version is particularly useful when you want to include only a subset of all combinations of individual group values. For example, you might want to pair 20 only with 50, and 25 only with 30 and 40:
GROUPNS = (20 50) (25 30) (25 40)
If the analysis can solve for a value in one group given the other groups, then you can replace the value for that group with a missing value indicator (.). If used, the missing value indicator must occur in the same group in every scenario. For example, you can solve for the group 1 sample size (as in the section Crossed Grouped-Number-Lists) by using a matched format:
GROUPNS = (. 30) (. 40) (. 50)
Some analyses can involve more than two groups. For example, you can specify two scenarios for the means of three groups in a one-way ANOVA:
GROUPMEANS = (15 24 32) (12 25 36)