Assertion: correlation | /r/HasProperty | symmetric
Facets:
Source sentences:
text: The correlation coefficient is symmetric: corr ⁡ ( X , Y )
text: Indeed if you found the correlation between $Y$ and $X$ it would be the same as the correlation between $X$ and $Y$, because correlation is symmetric.
text: The Pearson Correlation Coefficient R is not sufficient to tell the difference between the dependent variables and the independent variables as the Correlation coefficient between the variables is symmetric.
text: The correlation coefficient between the variables is symmetric which means that the value of the correlation coefficient between Y and X or X and Y, will remain the same.
text: The correlation coefficient is symmetric: corr ⁡ ( X , Y )