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- Double tier cross nesting design modelsPublication . Ferreira, Sandra S.; Ferreira, Dário; Mexia, João T.Inference is presented, first for balanced cross nesting models and then for the corresponding two tier models. These models are obtained nesting all the treatments of one model inside each treatment of the other model. An application is presented and the algebraic structure of the models is discussed using Commutative Jordan Algebras.
- Cross Additivity in Balanced Cross Nesting ModelsPublication . Ferreira, Sandra S.; Ferreira, Dário; Mexia, João T.Commutative Jordan Algebras were used to cary out inference for mixed models with balanced cross nesting in wich the variance componentes for interactions between sets of fixed effects and random effects are null.
- Inference forLorthogonal modelsPublication . Ferreira, Sandra S.; Ferreira, Dário; Moreira, Elsa E.; Mexia, João T.We generalize the class of linear mixed models when normality is assumed.