The outcome variable's values rely on the effect of the predictor variable
Predictor variable is also known as the independent variable.
Outcome variable is also known as the Dependent Variable.
Parametric & Non-Parametric Test
Examples of One Sample Parametric Test:
t test
z test
Examples of Two Sample (Individual Sample) Parametric Tests:
Two Group T-test & Z-test
Non-Parametric Tests: A type of test that does not assume a normal distribution.
Examples of One Sample Non-Parametric Test
Chi-square
Kolmogorov-Smirnov Test (K-S)
Runs Test
Binomial
Two Sample Non-Parametric Test (Individual Sample)
Chi-square
Mann-Whitney Median
K-S
Two Sample Non-Parametric Test:
Wilcoxon Signed-rank Test
Wilcoxon Rank-sum Test
Kruskal-Wallis test
Spearman's Rank Correlation
Significance could be categorized into two categories,
Difference
Relationship
Difference is when we compare two subjects, it is due to real effects and it identifies the distinction between the groups.
Relationship is a connection between two or more entities, such as people, things, or ideas. For example: "a sharper blade makes a cleaner cut," the relationship between these objects is that the sharper the blade, the cleaner the cut. There is an association between the two, and it is unlikely to occur by random chance.
Parametric Test
Assumed Distribution
Assumed Variance
Typical data
Data set relationships
Usual central measure
Benefits
AD: Normal
AV: Homogeneous
TD: Ratio or Interval
DSR: Independent
UCM: Mean
B: Can draw more conclusions
Non-Parametric Test
Assumed Distribution
Assumed Variance
Typical data
Data set relationships
Usual central measure
Benefits
AD: Any
AV: Homogeneous or Heterogeneous
TD: Ordinal or Nominal
DSR: Any
UCM: Median
B: Simplicity; less affected by outliers
Statistical analysis is the main method for analyzing quantitative research data. It uses probabilities and models to test predictions about a population from sample data.