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Correlation Matrix

By Jim Frost

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A correlation matrix is a table that shows the pairwise correlations between variables in a dataset. Each entry in the matrix represents the strength and direction of the linear relationship between two variables, typically measured by Pearson’s correlation coefficient. The diagonal values are always 1 because each variable is perfectly correlated with itself. Correlation matrices are widely used in multivariate analyses like factor analysis, cluster analysis, and portfolio construction.

For example, in a study of health data, a correlation matrix might show the relationships among blood pressure, cholesterol, and age. A strong positive correlation between age and blood pressure would appear as a value close to 1, while a negative correlation between exercise frequency and cholesterol might show up as a negative value.

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Related Articles:
  • Interpreting Correlation Coefficients
  • Correlation Coefficient Formula Walkthrough
  • Introduction to Statistics Using the R Programming Language
  • Principal Component Analysis Guide & Example
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