First, let ( j) () E(Xj), j N + so that ( j) () is the j th moment of X about 0.
\) for \( s \gt r \).įor \( n \in \N_+ \), suppose that \( U_n \) has the geometric distribution on \( \N_+ \) with success parameter \( p_n \in (0, 1) \), where \( n p_n \to r \gt 0 \) as \( n \to \infty \). The method of moments for the binomial and the normal 3.27 The method of. The method of moments is a technique for constructing estimators of the parameters that is based on matching the sample moments with the corresponding distribution moments.
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