A treatment of estimating unknown parameters, testing hypotheses
and estimating confidence intervals in linear models. Readers will
find here presentations of the Gauss-Markoff model, the analysis of
variance, the multivariate model, the model with unknown variance
and covariance components and the regression model as well as the
mixed model for estimating random parameters. A chapter on the
robust estimation of parameters and several examples have been
added to this second edition. The necessary theorems of vector and
matrix algebra and the probability distributions of test statistics
are derived so as to make this book self-contained. Geodesy
students as well as those in the natural sciences and engineering
will find the emphasis on the geodetic application of statistical
models extremely useful.
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