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      • The Dummy Variable Trap occurs when two or more dummy variables created by one-hot encoding are highly correlated (multi-collinear). This means that one variable can be predicted from the others, making it difficult to interpret predicted coefficient variables in regression models.
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  2. Feb 2, 2021 · Dummy Variable Trap: When the number of dummy variables created is equal to the number of values the categorical value can take on. This leads to multicollinearity, which causes incorrect calculations of regression coefficients and p-values.

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  4. Sep 8, 2021 · The Dummy variable trap is a scenario where there are attributes that are highly correlated (Multicollinear) and one variable predicts the value of others. When we use one-hot encoding for handling the categorical data, then one dummy variable (attribute) can be predicted with the help of other dummy variables.

  5. Dec 18, 2021 · The dummy variable trap occurs when we use one-hot encoding to encode categorical variables. In one-hot encoding, k (where k is the number of unique categories in a categorical variable)...

  6. Jul 4, 2020 · One such challenge that often perplexes newcomers is the “Dummy Variable Trap.” In this post, we’ll delve into what the Dummy Variable Trap is, why it’s important, and how to avoid falling into this common machine learning pitfall.

  7. The Dummy Variable Trap occurs when two or more dummy variables created by one-hot encoding are highly correlated (multi-collinear). This means that one variable can be predicted from the others, making it difficult to interpret predicted coefficient variables in regression models.

  8. Jul 20, 2024 · What is the Dummy Variable Trap? In machine learning, we often need to encode categorical variables as numerical values for models to process them.

  9. Jul 8, 2019 · Dummy Variable Trap. The dummy variable trap manifests itself directly from one-hot-encoding applied on categorical variables. As discussed earlier, size of one-hot vectors is equal to the number of unique values that a categorical column takes up and each such vector contains exactly one ‘1’ in it. This ingests multicollinearity into our ...