Association and correlation are two means of clarifying a relationship between statistical variables. Association belongs to a more generalized term, and correlation can be considered a specific association case. The statistical term association is identified as a relationship between two random variables, making them statistically dependent.
It refers to a general relationship without specifics of the relationship being concluded, and it does not require a casual relationship. Many statistical techniques are used to establish the association between two variables. Correlation is a measure of the strength of this relationship. The correlation coefficient measures the degree of change of one variable. In statistics, correlation is connected to dependence, which is the statistical relationship between two variables.
Association is a concept, but the correlation is a measure of association, and mathematical tools calculate the correlation's magnitude. Rank correlation coefficients are utilized to ascertain the nature of the relationship only. It will tell whether both variables increase or one increases while the other decreases or vice versa.