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    課件009 教學(xué)資源下載
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    關(guān)于房價(jià)問題的初步分析

    (作者未知) 2009/12/28

    接上頁97.069432.0025.724408093.670
       122533748784.6002070534.59748.0026.358507041.870
       2122907.980.3000293310.072152.0018.194306569.230
       3967957.2248.700522470.069238.0024.929407643.570
       293427.0121.300036593.0073205.0019.929908765.450
       4404362.1580.000410311.093212.0021.750506806.350
       2236860.1327.200449409.046857.0021.113806657.240
       747325.0242.9000101501.061046.0019.105506745.320
       1080546.578.700088225.0061459.0022.255006530.480
       3196774.1450.800203375.095835.0020.781107173.540
       先用Eviews軟件進(jìn)行White檢驗(yàn):
       WhiteHeteroskedasticityTest:
       F-statistic2.779810Probability0.049670
       Obs*R-squared26.27412Probability0.156948
       TestEquation:
       DependentVariable:RESID^2
       Method:LeastSquares
       Date:12/22/05Time:21:50
       Sample:131
       Includedobservations:31
       VariableCoefficientStd.Errort-StatisticProb.
       C6.08E+122.29E+130.2655390.7960
       X51.64E+083.88E+090.0423700.9670
       X5^287293.54453712.30.1923980.8513
       X5*X4380671243.56E+080.1068100.9171
       X5*X31363.5556160.0700.2213540.8293
       X5*X2-17464.3650393.75-0.3465580.7361
       X5*X1-453312.21215201.-0.3730350.7169
       X4-9.71E+111.83E+12-0.5314860.6067
       X4^24.28E+106.46E+100.6617200.5231
       X4*X3-1905048.1949296.-0.9773010.3515
       X4*X2-1901040317319142-1.0976530.2981
       X4*X14.23E+084.15E+081.0208010.3314
       X3-1386946034509844-0.4018990.6962
       X3^241.8184322.625401.8482960.0943
       X3*X2517.0981231.19542.2366280.0493
       X3*X1-14772.938469.467-1.7442580.1117
       X21.51E+083.45E+080.4388530.6701
       X2^22050.2611851.4101.1074050.2940
       X2*X1-67170.5950453.24-1.3313430.2126
       X17.80E+086.17E+090.1264300.9019
       X1^21246362.746355.01.6699320.1259
       R-squared0.847552Meandependentvar1.17E+12
       AdjustedR-squared0.542656S.D.dependentvar1.78E+12
       S.E.ofregression1.21E+12Akaikeinfocriterion58.69986
       Sumsquaredresid1.46E+25Schwarzcriterion59.67127
       Loglikelihood-888.84(未完,下一頁

      

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