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Statistical Tests Selection
Milan Jelisavcic edited this page Apr 18, 2018
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Selection of the proper statistical test is of the essential importance for analysing retrieved data of an experiment. Depending on the type of data points, different tests could more or less misleading or truthful. Here is presented a division in the interest of making the selection process easier and accurate.
Type of Data | ||||
---|---|---|---|---|
Goal | Measurement (from Gaussian Population) | Rank, Score, or Measurement (from Non- Gaussian Population) | Binomial,(Two Possible Outcomes) | Survival Time |
Describe one group | Mean, SD | Median, interquartile range | Proportion | Kaplan Meier survival curve |
Compare one group to a hypothetical value | One-sample ttest | Wilcoxon test | Chi-square,or,Binomial test ** | |
Compare two unpaired groups | Unpaired t test | Mann-Whitney test | Fisher's test,(chi-square for large samples) | Log-rank test or Mantel-Haenszel* |
Compare two paired groups | Paired t test | Wilcoxon test | McNemar's test | Conditional proportional hazards regression* |
Compare three or more unmatched groups | One-way ANOVA | Kruskal-Wallis test | Chi-square test | Cox proportional hazard regression** |
Compare three or more matched groups | Repeated-measures ANOVA | Friedman test | Cochrane Q** | Conditional proportional hazards regression** |
Quantify association between two variables | Pearson correlation | Spearman correlation | Contingency coefficients** | |
Predict value from another measured variable | Simple linear regression, or, Nonlinear regression | Nonparametric regression** | Simple logistic regression* | Cox proportional hazard regression* |
Predict value from several measured or binomial variables | Multiple linear regression*, or, Multiple nonlinear regression** | Multiple logistic regression* | Cox proportional hazard regression* |
[1] Table summary is extracted from: https://www.graphpad.com/support/faqid/1790/
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