Re: Education Jobs
Oh and a correction - Correlation does not equal causation is misleading. It would be more accurately stated as correlation does not necessarily equal causation.
There are 3 things required for causal inference: 1) covariation (correlation) 2) temporal precedence and 3) freedom from confounding (e.g. by random assignment).
It's not about what the statistical analysis was, but rather about methodology. If the methodology warrants a causal inference, then it's appropriate even if the analysis conducted was, for example, computing a Pearson's R or something.
Oh and a correction - Correlation does not equal causation is misleading. It would be more accurately stated as correlation does not necessarily equal causation.
There are 3 things required for causal inference: 1) covariation (correlation) 2) temporal precedence and 3) freedom from confounding (e.g. by random assignment).
It's not about what the statistical analysis was, but rather about methodology. If the methodology warrants a causal inference, then it's appropriate even if the analysis conducted was, for example, computing a Pearson's R or something.
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