biplots | R Documentation |
biplots
## Default S3 method:
biplots(
model,
burnin = 0.3,
thin = 0.2,
pb = 0.05,
plot_stable = TRUE,
plot_unstable = TRUE,
ncolors = 5
)
model |
Output from 'bayes_ammi()'. This should contain the results of the Bayesian AMMI model, including all sampled iterations. |
burnin |
Numeric. Percentage of iterations to discard as burn-in to avoid the effects of random initializations during sampling. For example, 'burnin = 0.1' removes the first 10% of iterations. |
thin |
Numeric. Proportion of sampled iterations to retain for analysis. For example, 'thin = 0.2' keeps 20% of the iterations, selecting 1 out of every 5 iterations. |
pb |
Numeric. Significance levels for the contours in the plot. Smaller values of 'pb' result in wider contours, while higher values create smaller, more specific contours. |
plot_stable |
Logical. If 'TRUE', stable instances are highlighted in the output plot. |
plot_unstable |
Logical. If 'TRUE', unstable instances are highlighted in the output plot. |
ncolors |
Integer. Specifies the number of distinct colors to use in the plot. Adjust this to control the visual differentiation of elements in the plot. |
A list with the following components:
A plot displaying the contours and final biplot values.
A 'data.frame' containing the data used to create the contours.
A 'data.frame' containing the data used to recreate the final biplot values.
Julian Garcia Abadillo Velasco (garciaabadillo.j@ufl.edu)
Diego Jarquin (diego.jarquin@gmail.com)
Crossa, J., Perez-Elizalde, S., Jarquin, D., Cotes, J.M., Viele, K., Liu, G., and Cornelius, P.L. (2011) Bayesian Estimation of the Additive Main Effects and Multiplicative Interaction Model Crop Science, 51, 1458–1469. (doi: 10.2135/cropsci2010.06.0343)
## Not run:
data(Maiz)
fm1 <-
bayes_ammi(
.data = Maiz,
.y = y,
.gen = entry,
.env = site,
.rep = rep,
.nIter = 200
)
library(ggplot2)
output_05 <- biplots(model = fm1, plot_stable = TRUE, plot_unstable = TRUE, pb = 0.05)
output_05
output_95 <- biplots(model = fm1, plot_stable = TRUE, plot_unstable = TRUE, pb = 0.95)
output_95
## End(Not run)
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