| random sample | random assignment | |
| completely randomized design | completely randomized factorial design | |
| randomized block design | randomized block factorial design | |
| nested design | hierarchical design | |
| analysis of variance | analysis of covariance | multiple regression analysis |
| independence | normality | homogeneity of variance |
| homoscedasicity | ||
| fixed effects | random effects | mixed effects |
| fixed variable | random variable | |
| between subjects | within subjects | mixed subjects |
| crossed | nested | confounded |
| counter balancing | quasi F-ratio | conservative F-ratio |
| blocking | matching | |
| error | residual | within cell |
| blocks | subjects | |
| main effect | interaction | |
| additivity | nonadditivity | |
| compound symmetry | sphericity | circularity |
| pooling | tests of simple main effects | |
| strength of association | omega-squared | intraclass correlation |
| R2 | 1-R2 | |
| multiple comparisons | planned comparisons | post-hoc comparisons |
| orthogonal comparisons | pairwise comparisons | nonpairwise comparisons |
| dummy coding | effect coding | orthogonal coding |
| expected mean squares | variance components | |
| balanced | equal cell size | unbalanced |
| dependent variable | independent variable | covariate |
| trend analysis | orthogonal polynomial | |
| type I ss | type II ss | type III ss |
Linear Statistical Models Course
Phil Ender, 30may06, 10may01