ECON 710 Final: ECON 710 UW Madison Final Exam 2015a

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31 Jan 2019
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Thus by the delta method, since (cid:12) 6= 0. @(cid:12)(cid:0)(cid:0)(cid:11)2=2(cid:12)(cid:1) (a) the plug-in estimator is ^a = (cid:0)^(cid:11)2=2^(cid:12). (b) notice. A((cid:18)) =0 pn(cid:16)^(cid:18) (cid:0) (cid:18)(cid:17) !d n(cid:0)0; a0v(cid:18)a(cid:1) An estimate of the asymptotic variance is ^a0 ^v(cid:18)^a where. Thus a 95% con(cid:133)dence interval for a is (cid:0)^(cid:11)=^(cid:12) A (c) for a bootstrap percentile interval: for b = 1; :::; b, where b = 1000 or higher: sample n iid observations from the empirical sample, construct the ols estimates ^(cid:18, form ^a(cid:3) 0 + eu2 i + u2 i ) + 2(cid:13) 0(cid:13) 1zi + (cid:13) 2. 1z2 i i + 2(cid:13) 0(cid:13) 1zi + 2(cid:13) 0ui + 2(cid:13) 1ziui. 0 + 2(cid:13) 0(cid:13) 1zi + (cid:13) 2 i(cid:1) + 2(cid:13) 0ui + 2(cid:13) 1ziui(cid:1) i + u2i. 1z2 say, where the error u2i is mean zero (conditionally on zi). This is the reduced form equation for x2 i .

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