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Updated GMM.md
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docs/book/struct_est/GMM.md

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@@ -1925,7 +1925,7 @@ Assume that the first observation in the data file variables is $t=1$. Let $k_1$
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E\left[\left(\beta\alpha e^{z_{t+1}}k_{t+1}^{\alpha-1}\frac{c_t}{c_{t+1}} - 1\right)w_t\right] = 0
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```
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2. Compute the two-step GMM estimator of $(\alpha,\rho,\mu)$ and use the finite difference Jacobian method for the estimator of the variance-covariance of the two-step GMM point estimates $(\hat{\alpha}_{GMM}, \hat{\rho}_{GMM}, \hat{\mu}_{GMM})$. Report the GMM two-step estimates for the parameters and their standard errors.
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2. Compute the two-step GMM estimator of $(\alpha,\rho,\mu)$ and use the finite difference Jacobian method for the estimator of the variance-covariance of the two-step GMM point estimates $(\hat{\alpha}, \hat{\rho}, \hat{\mu})$. Report the GMM two-step estimates for the parameters and their standard errors.
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```{exercise-end}
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```
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