Test Selections
| Independent variable | Dependent variable | Condition(s) | Test(s) |
|---|---|---|---|
| None | Continuous | One variable | One-sample T-confidence interval |
Two variables
|
Correlation
Spearman p |
||
| None | Discrete | One variable | Chi-square goodness of fit |
| Two variables | Chi-square test of independence | ||
| Two variables, very small data sets | Fisher exact test | ||
| Discrete | Continuous | Independent variable (two levels)c | |
| Unpaired, parametric requirementsa
Unpaired, nonparametric requirementsb Paired, parametric requirementsa Paired, nonparametric requirementsb |
Two-sample t test
Mann-Whitney U Paired t test Wilcoxon matched-pair test |
||
| Independent variable (two or more levels)c | |||
| Unpaired, parametric requirementsa
Unpaired, nonparametric requirementsb Paired, parametric requirementsa |
One-way analysis of variance
Kruskal-Wallis Complete randomized block |
||
| More than one independent variablea | n-way analysis of variance | ||
| Discrete | Discrete | Two variables | |
| Unpaired
Unpaired, very small data sets Paired |
Chi-square test of independence
Fisher exact test McNemar test |
||
| Risk estimates | |||
| Retrospective
Prospective |
Odds ratio
Relative risk ratio |
||
| Continuous | Continuous | Two variablesa | Linear regression |
| More than one independent variable | Multiple regression | ||
aParametric elements are those in which a population is normally distributed and the variances are approximately equal.
b Nonparametric requirements are those that do not require the data to be equally distributed and are appropriate for ordinal dependent variables.
cLevels refer to the number of possibilities in a discrete variable (e.g., three treatment options for the independent variable would indicate three treatment levels).
Table borrowed from: DeMuth JE. Overview of biostatistics used in clinical research. AJHP. 2008; 66:70-81.
Click here for a detailed description.
Flow chart borrowed from: http://abacus.bates.edu/~ganderso/biology/resources/statistics.html
