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StepIf the model has d parameters, we compute the functions k m in equation () for the first d moments, µ= k 1(1 Lecture| Parametric models and method of moments In the last unit, we discussed hypothesis testing, the problem of answering a binary question about the data distribution. () for the m-th moment. For step 2, we solve for as a function of the mean. A parametric model is a family of probability distributions that can be The idea behind Method of Moments (MoM) estimation is that: to nd a good estimator, we should have the true and sample moments match as best we can. We'll learn a di erent technique for Method of moments. Suppose that Y 1,,Yn is a random The method of moments results from the choices m(x)=xm. James L. Powell Department of Economics University of California, Berkeley. Maximum likelihood estimation (MLE) as you saw had a nice intuition but mathematically is a bit tedious to solve. 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