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Finite-Sample Properties of the Least Squares Estimator

Finite-Sample Properties of the Least Squares Estimator [Pg.7]

Suppose you have two independent unbiased estimators of the same parameter, 0, say 0iand02, with [Pg.7]

Consider the optimization problem of minimizing the variance of the weighted estimator. If the [Pg.7]

The mean squared error is the variance plus the squared bias, [Pg.7]

The ordinary least squares estimator is, as always, unbiased, and has variance and mean squared error [Pg.7]




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Estimate least squares

Finite sampling

Least estimate

Properties of the sample

Property estimation

Sample estimates

Sample properties

Sampling estimates

Sampling properties

The Sample

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