eviews7.2入门与提高操作教程

eviews7.2入门与提高操作教程

ID:27206317

大小:2.05 MB

页数:122页

时间:2018-12-01

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1、1.EVIEWS基础·····················································································31.1.EVIEWS简介··················································································31.2.EVIEWS的启动、主界面和退出····························································31.3.EVIEWS的操作方式·

2、·········································································51.4.EVIEWS应用入门·············································································61.5.EVIEWS常用的数据操作··································································152.一元线性回归模型···························

3、····················································242.1.用普通最小二乘估计法建立一元线性回归模型·······································242.2.模型的预测·················································································302.3.结构稳定性的CHOW检验·····························································

4、···343.多元线性回归···················································································393.1.用OLS建立多元线性回归模型··························································393.2.函数形式误设的RESET检验····························································454.非线性回归·························

5、·····························································484.1.用直接代换法对含有幂函数的非线性模型的估计·····································484.2.用间接代换法对含有对数函数的非线性模型的估计··································504.3.用间接代换法对CD函数的非线性模型的估计········································534.4.NLS对可线性化的非线性模型的估计············

6、······································554.5.NLS对不可线性化的非线性模型的估计···············································584.6.二元选择模型···············································································625.异方差·················································································

7、···········685.1.异方差的戈得菲尔德——匡特检验·····················································685.2.异方差的WHITE检验····································································725.3.异方差的处理···············································································756.自相关····

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