IMSL Statistics Reference Guide > Analysis of Variance and Designed Experiments
  

Analysis of Variance and Designed Experiments
This section describes functions for analysis of variance models and for multiple comparison methods for means.
*General Analysis of Variance
* ANOVA1 Function (PV-WAVE Advantage)—Analyzes a one-way classification model.
* ANCOVAR Function (PV-WAVE Advantage)—Analyzes a one-way classification model with covariates.
* ANOVAFACT Function (PV-WAVE Advantage)—Analyzes a balanced factorial design with fixed effects.
* ANOVANESTED Function (PV-WAVE Advantage)—Nested random model.
* ANOVABALANCED Function (PV-WAVE Advantage)—Balanced fixed, random, or mixed model.
*Designed Experiments
* CRD_FACTORIAL Function (PV-WAVE Advantage)—Analyzes data from balanced and unbalanced completely randomized experiments.
* RCBD_FACTORIAL Function (PV-WAVE Advantage)—Analyzes data from balanced and unbalanced randomized complete-block experiments.
* LATIN_SQUARE Function (PV-WAVE Advantage)—Analyzes data from latin-square experiments.
* LATTICE_DESIGN Function (PV-WAVE Advantage)—Analyzes balanced and partially-balanced lattice experiments.
* SPLIT_PLOT Function (PV-WAVE Advantage)—Analyzes a wide variety of split-plot experiments with fixed, mixed or random factors.
* SPLIT_SPLIT_PLOT Function (PV-WAVE Advantage)—Analyzes data from split-split-plot experiments.
* STRIP_PLOT Function (PV-WAVE Advantage)—Analyzes data from strip-plot experiments.
* STRIP_SPLIT_PLOT Function (PV-WAVE Advantage)—Analyzes data from strip-split-plot experiments.
*Utilities
* HOMOGENEITY Function (PV-WAVE Advantage)—Conducts Bartlett’s and Levene’s tests of the homogeneity of variance assumption in analysis of variance.
* MULTICOMP Function (PV-WAVE Advantage)—Performs Student-Newman-Keuls multiple comparisons test.
* YATES Function (PV-WAVE Advantage)—Estimates missing observations in designed experiments using Yate’s method.

Version 2017.0
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