Path analysis is an extension of the regression model, used to test the fit of the correlation matrix against two or more causal models. The model is typically represented by a circle-and-arrow diagram, where single arrows indicate causation. A regression is done for each variable as a dependent on others identified as causes in the model. The regression weights predicted by the model are compared with the observed correlation matrix, and a goodness-of-fit statistic is calculated. The best-fitting model is selected by the researcher for theoretical advancement.
For 10 genotypes, 3 replications, and 8 characters, the data arrangement is as follows:
C1 C2 C3 C4 C5 C6 C7 C8 G1R1 G1R2 G1R3 G2R1 G2R2 G2R3 G3R1 G3R2 G3R3 G4R1 G4R2 G4R3 G5R1 G5R2 G5R3 G6R1 G6R2 G6R3 G7R1 G7R2 G7R3 G8R1 G8R2 G8R3 G9R1 G9R2 G9R3 G10R1 G10R2 G10R3
This is an example dataset containing 10 genotypes (G1 to G10) and 3 replications (R1 to R3) for each genotype. The dataset includes three variables: Yield, Tillers, and Root Length.
The data is structured with the replications of each genotype as separate entries. The first column indicates the replication for each genotype, while the remaining columns represent the variables under study.
36.4 33.5 38.5 41.3 40.1 43 51.7 47.4 40.6 22.6 20.3 36.5 39.4 28.6 37.4 30.2 29.5 30.8 21.8 25.5 27.1 26.4 21.5 25.8 22.6 32.8 28 31.2 21.3 27.9 25.4 33.7 25.9 23.7 34.7 27.2 24.3 32.3 22 34.3 28.1 28.2 36.5 28.2 38.7 40 41.3 38.6 38.9 43.6 29.6 37.1 39.5 28.6 42.6 38.3 31.7 28.2 35.4 21 29.5 47.6 30.1 27.1 28.5 25.4 27.7 29.6 17.3 17.7 25.8 24.8 20.2 36.9 20.6 29.7 29.8 25.3 23.9 30.6 23.9 28.2 18.5 30.7 30.2 29.2 27.7 30.1 34.5 15.1Copy Data