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一、狭义的工具变量法(IV) 二、间接最小二乘法(ILS) 三、二阶段最小二乘法(2SLS) 四、三种方法的等价性证明 五、简单宏观经济模型实例演示 六、主分量法的应用 七、其它有限信息估计方法简介 八、k级估计式
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One of the CLRM assumptions is: there is no perfect multicollinearity-no exact linear relationships among explanatory variables, Xs, in a multiple regression. In practice, one rarely encounters perfect multicollinearity, but cases of near or very high multicollinearity where explanatory variables are approximately linearly related frequently arise in many applications
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Ch. 11 Panel Data model Data sets that combine time series and cross sections are common in econo- metrics. For example, the published statistics of the OECD contain numerous series of economic aggregate observed yearly for many countries. The PSID is a studies of roughly 6000 families and 15000 individuals who has been interviews periodically from 1968 to the present
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The models we discussed are models that are linear in parameters; variables Y and Xs do not necessarily have to be linear The price elasticity of demand~the log-linear models The rate of growth~semilog model Functional forms of regression models which are linear in parameters, but not necessarily linear in variables:
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Ch. 23 Cointegration 1 Introduction An important property of (1) variables is that there can be linear combinations of theses variables that are I(O). If this is so then these variables are said to be cointegrated. Suppose that we consider two variables Yt and Xt that are I(1) (For example, Yt= Yt-1+ St and Xt= Xi-1+nt.)Then, Yt and Xt are said to be cointegrated if there exists a B such
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Ch. 2 Probability Theory 1 Descriptive Study of Data 1.1 Histograms and Their Numerical Characteristics By descriptive study of data we refer to the summarization and exposition(tab- ulation, grouping, graphical representation) of observed data as well as the derivation of numerical characteristics such as measures of location, dispersion and shape
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西方国家盛行“ Occam's razor”原则,意思是 “简单优于复杂”的节约性原则。经济模型永远 无法完全把握现实,在建立模型中一定的抽象和 简化是不可避免的。 在研究进口与国内生产总值的关系时,考虑到时 间趋势,建立并估计了以下模型
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Ch. 4 Asymptotic Theory From the discussion of last Chapter it is obvious that determining the dis- tribution of h(X1, X2, . . Xr) is by no means a trival exercise. It turns out that more often than not we cannot determine the distribution exactly. Because of the importance of the problem, however, we are forced to develop approximations the subject of this Chapter
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一、异方差性的概念——违反基本假设的定义及违反的原因 二、异方差性的后果——违反基本假设会造成什么样的后果 三、异方差性的检验——怎样诊断是否违反基本假设 四、出现异方差时的补救措施——如何消除或减弱对基本假设的违反 五、案例
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The Normal Distribution: the distribution of a continuous r.v. whose value depends on a number of factors, yet no single factor dominates the other. 1. Properties of the normal distribution: 1)The normal distribution curve is symmetrical around its mean valueu. 2)The PDF of the distribution is the highest at its mean value but tails off at its extremities
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