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Creator:: Poulsen, Neil Kenneth
Abstract:: This dissertation examines limiting efficiencies of quadratic unbiased estimators for the variance in the two variance component mixed model. The set of quadratic unbiased estimators considered includes the minimal complete class. A theorem is proved which shows that, in certain cases, a relatively simple expression converges to the same value...
Resource Type:: Dissertation
Full Text:: INVARIANT QUADRATIC UNBIASED ESTIMATORS Redacted for privacy Abstract approved Justus F. Seely / This

Creator:: McClellan, Paul James
Resource Type:: Dissertation
Full Text:: Unbiased Estimation in Mixed Linear Models Abstract approved: Redacted for privacy Justus F. Seely

Creator:: Rady, El-Houssainy Abdelbar
Abstract:: This dissertation is concerned with hypothesis testing for fixed effects in mixed linear models. Our primary emphasis is on mixed models when the class of covariance matrices has what we call a rich linear structure. Such models include mixed ANOVA models and regression models with heteroscedastic variances. For the majority...
Resource Type:: Dissertation
Full Text:: for Privacy David_.S., Biz).e& Redacted for Privacy Justus F. Seely --c-- This dissertation is

Creator:: Pereira, Clifford Brian
Abstract:: We describe a general finite-dimensional inner product space setting for studying the characterization of admissible linear estimators. We extend the results of LaMotte (1982) and derive necessary and sufficient conditions for an estimator to be admissible among an arbitrary affine set of linear estimators when they are compared using quadratic...
Resource Type:: Dissertation
Full Text:: Redacted for Privacy Abstract approved: Justus F. Seely We describe a general finitedimensional inner

Creator:: El-Arishy, Samia Mosaad Aly
Resource Type:: Dissertation
Full Text:: Nonlinear Normal Equation Estimator Abstract approved: Redacted for privacy Justus F. Seely We consider

Creator:: Saleh, Amina Ali Abd El-Fattah
Resource Type:: Dissertation
Full Text:: that Dominate the Intra-block Estimator. Redacted for privacy Abstract approved: Justus F. Seely In

Creator:: Azzam, Abdul-Mordy Hamed
Resource Type:: Dissertation
Full Text:: . Birkes Redacted for privacy Justus F. Seely (Y. We consider the linear model Y = xp + e where Y is an

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