Knowing when to apply LabelEncoder
or OneHotEncoder
depends on the nature of the categorical variable and the specific requirements of your machine learning model.
Here are some general guidelines:
LabelEncoder
: Use LabelEncoder
when you have an ordinal categorical variable, meaning the categories have a natural ordering or hierarchy. LabelEncoder
assigns a unique integer label to each category, preserving the ordinal relationship. It is commonly used for encoding target variables or when working with algorithms that can directly handle ordinal labels. It's used mainly for preserving the ordinality of the target classes, and not to be used for featurr encoding. For feature encoding, you can use OrdinalEncoder
instead.
Check this answer for more insight
OneHotEncoder
: Use OneHotEncoder
when you have nominal categorical variables, meaning the categories have no inherent order or hierarchy. OneHotEncoder
creates a binary vector for each category, where a value of 1 indicates the presence of that category and 0 indicates the absence. It is suitable for algorithms that cannot directly handle categorical variables or when you want to avoid imposing any ordinal relationship among the categories.
Now, coming to the issue of high mean squared error (MSE) in your RandomForestRegressor
model after using LabelEncoder
on a categorical variable, it suggests that the encoded labels may not be appropriate for your model. LabelEncoder
assigns arbitrary integer labels to categories without considering their inherent relationship. As a result, the model may perceive a false sense of ordinality or magnitude in the encoded labels, leading to suboptimal results.
In this case, you should consider using OneHotEncoder
instead of LabelEncoder
for your categorical variable. OneHotEncoder
will create binary dummy variables for each category, providing a more suitable representation for your RandomForestRegressor model.
Keep in mind that using OneHotEncoder
will expand the dimensionality of your feature matrix, so make sure to handle any potential issues such as multicollinearity or excessive memory usage that may arise from the increased number of features.