计量经济分析(第六版)答案 final07.docx
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1、NYUtSTERNDepartment of EconomicsNEW YORK UNIVERSITY LEONARD N. STERN SCHOOL OF BUSINESSECONOMETRICS ITake Home Final ExaminationFall 2007Professor William GreenePhone: 212.998.0876Office: KMC 7-78Home page:ww.stern.nyu.edu/-wgreene e-mail: wgreenestern.nyu.eduURL for course web page:www.stern.nyu.ed
2、u/wgreene/Econometrics/Econometrics.htmToday is Tuesday, December 4, 2007. This exam is due by 3PM, Monday, December 17, 2007. You may submit your answers to me electronically as an attachment to an e-mail if you wish.Please do not include a copy of the exam questions with your submission; submit on
3、ly your answers to the questions.Your submission for this examination is to be a single authored project - you are assumed to be working alone.NOTE: In the empirical results below, a number of the form .nnnnnnE+aa means multiply the number .nnnnnn by 1() to the aa power. E-aa implies multiply 1() to
4、 the minus aa power. Thus, .123456E- 04 is 0.0000123456.This test comprises 150 points in two parts. Part I contains 10 questions, allocated 10 points per part, based on general econometric methods and theory as discussed in class. Part II asks you to dissect a recently published article that was do
5、cumented in the popular press.This course is governed by the Stern honor code:I will not lie, cheat or steal to gain an academic advantage, or tolerate those who do.Signature 6. We now return to the panel data set examined in question 2. The results below show OLS, fixed effects and random effects e
6、stimates.a. Test the hypothesis of no effects5 vs. some effects9 using the results given below.b. Explain in precise detail the difference between the fixed and random effects model.c. Carry out the Hausman test for fixed effects and report your conclusion. Carefully explain what you are doing in th
7、is test.d. In the context of the fixed effects model, test the hypothesis that there are no effects - i.e., that all ndividuals have the same constant term. (The statistics you need to carry out the test are given in the results.)OLS WithoutGroup Dummy VariablesOrdinaryleast squares regressionLHS=WA
8、GEMean2.296821Standard deviation=.5282364WTS=noneNumber of observs.17919Model sizeParameters=5Degrees of freedom=17914ResidualsSum of squares4120.874Standard error of e.4796212FitR-squared=.1757801Adjusted R-squared.1755961Model testF 4, 17914 (prob)955.12 (.0000)DiagnosticLog likelihood-12257.32Res
9、tricted(b=0)-13989.35Chi-sq 4 (prob)=3464.06 (.0000)Info criter.LogAmemiya Prd. Crt.=-1.469238Akaike Info. Criter.-1.469238+Panel DataAnalysis ofWAGEONE wayUnconditionalANOVA (Noregressors)SourceVariationDeg. Free.Mean SquareBetween2795.692177.1.28419Residual2204.0415741.140019Total4999.7317918.2790
10、34+I Variable I Coefficient | Standard Error |b/St.Er.|P|Z|z | Mean of X|+EXP|.03961671.0008969244.170.00008.36268765EDUC|.19746165.0171855011.490.000012.6760422EDSQ|-.00470726.00063536-7.409.0000164.377588EDAB|.00674776.0003773817.880.00001.60372621Constant|.22543337.115913271.945.0518+I Least Squa
11、res with Group Dummy Variables|Ordinaryleast squares regressionLHS=WAGEMean=2.296821Standard deviation =.5282364WTS=noneNumber of observs.=17919Model sizeParameters=2182Degrees of freedom =15737ResidualsSum of squares=1769.553Standard error of e =.3353287FitR-squared=.6460701Adjusted R-squared =.597
12、0187Model testF*z 15737 (prob)=13.17 (.0000)DiagnosticLog likelihood=-4683.510Restricted(b=0)=-13989.35Chi-sq *(prob) =* (. 0000)Info criter.LogAmemiya Prd. Crt.=-2.070380Akaike Info. Criter.=-2.071594Estd. Autocorrelation of e (i,t).226821+4-I Panel:Groups Empty0,Valid data2178 |ISmallest1,Largest1
13、5 IIAverage group size8.23 |+I Variable I Coefficient | Standard Error |b/St.Er.|P|Z|z | Mean of X|+EXP|.03865572.0007603850.838.00008.36268765EDUC|.23258879.047513254.895.000012.6760422EDSQ|-.00470394.00176606-2.664.0077164.377588EDAB|.02854571.008468803.371.00071.60372621+ITest Statistics for the
14、Classical Model|+I (1)I (2)I (3)I (4)ModelConstant term Group effects X - variablesLog-Likelihood only -13989.35052 only -6650 . 69444 only -12257.31866X and group effects-4683.50926Sum of Squares.4999725975D+04.2204037620D+04.4120873648D+04.1769552677D+04R-squared .0000000 .5591683 .1757801 .646070
15、1Hypothesis TestsLikelihood Ratio TestF Tests1Chi-squaredd.f.Prob.Fnum.denom.P value1 (2)vs (1) 14677.3122177.000009.172217715741.000001 (3)vs (1)3464.0644.00000955.123417914.000001 (4)vs (1) 18611.6832181.0000013.171218115737.000001 (4)vs (2)3934.3704.00000965.991415737.000001 (4)vs (3) 15147.61921
16、77.000009.605217715737.00000+I Random Effects Model: v (iz t) = e (i,t) + u (i)|IEstimates:Vare=.112445D+00|IVaru=.117591D+00|ICorrv(i,t),v(i,s)=.511185|I Lagrange Multiplier Test vs. Model (3) =17670.62 |I( 1 df, prob value=. 000000)|(High values of LMfavor FEM/REM overCRmodel.)|IBaltagi-Li form of
17、LMStatistic =7310.10|I Fixed vs. Random Effects (Hausman) =54.58 |I( 4 dfz prob value=. 000000)|I(High (low) valuesofH favor FEM(REM).)|ISum of Squares.417038D+04 |IR-squared.170935D+00 |+I Variable| Coefficient|Standard Error|b/St.Er. |P|Z|z |Mean ofX|+EXP|.03941919.0007205154.710.00008.36268765EDU
18、C|.18291694.028186366.490.000012.6760422EDSQ|-.00335822.00102860-3.265.0011164.377588EDAB|.00567682.000779907.279.00001.60372621Constant|.15385761.19080450.806.42007 The data listed on the next two pages of this exam are the Burnett data that are discussed in Section 21.6.6 in the 5th edition of you
19、r text and 23.8.4 in the 6th edition. The variable of interest in this part of this exam is y2, “presence of a womens studies program. Other variables are z2 = ranking, z3 二 size of the economics faculty, z4 = percent of the economics faculty that is female, z5 = religious affilitation and z6 二 perc
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