Consider the the wine dataset (g = 3, n = 178, p = 13). It is available from the UCI Machine For each value of q for each of the two factor models, list the value of BIC and the MCR (misclassification rate) as compared to the true grouping of the dataset. State and compare the best model for each selection criterion. use R studio
Question
Consider the the wine dataset (g = 3, n = 178, p = 13). It is available from the UCI Machine For each value of q for each of the two factor models, list the value of BIC and the MCR (misclassification rate) as compared to the true grouping of the dataset. State and compare the best model for each selection criterion. use R studio
Solution
To answer your question, we first need to load the wine dataset and then apply the two factor models. Here is a step-by-step guide on how to do it:
- Load the wine dataset:
# Load the required library
library(mlbench)
# Load the wine dataset
data(Wine)
- Split the dataset into training and testing sets:
# Set the seed for reproducibility
set.seed(123)
# Split the dataset
ind <- sample(2, nrow(Wine), replace=TRUE, prob=c(0.7, 0.3))
trainData <- Wine[ind==1,]
testData <- Wine[ind==2,]
- Apply the two factor models and calculate BIC and MCR for each value of q:
# Load the required library
library(mclust)
# Initialize variables to store BIC and MCR
BIC_values <- numeric()
MCR_values <- numeric()
# Loop over different values of q
for (q in 1:10) {
# Apply the model
model <- Mclust(trainData[, -1], G=q)
# Calculate BIC
BIC_values[q] <- model$BIC
# Predict the classes for the test set
predictions <- predict(model, testData[, -1])
# Calculate MCR
MCR_values[q] <- mean(predictions$class != testData[, 1])
}
# Print the BIC and MCR values
print(BIC_values)
print(MCR_values)
- Compare the models and select the best one:
# Find the model with the lowest BIC
best_BIC_q <- which.min(BIC_values)
print(paste("The best model according to BIC is with q =", best_BIC_q))
# Find the model with the lowest MCR
best_MCR_q <- which.min(MCR_values)
print(paste("The best model according to MCR is with q =", best_MCR_q))
Please note that the code above assumes that you are using the Mclust function from the mclust package to fit the models. If you are using a different function, you might need to adjust the code accordingly. Also, the code assumes that the class variable is in the first column of the dataset. If it's not the case, you should adjust the column indices in the code.
Similar Questions
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