What is Weighted Logistic Regression?

  • Weighted logistic regression is an extension of standard logistic regression that allows for the incorporation of sample weights into the model.
  • In logistic regression, the goal is to model the probability that a binary outcome (e.g., success or failure) occurs as a function of one or more predictor variables. This is typically done using maximum likelihood estimation.

Weighted Logistic Regression for Imbalanced Dataset

In real-world datasets, it’s common to encounter class imbalance, where one class significantly outnumbers the other(s). This class imbalance poses challenges for machine learning models, particularly for classification tasks, as models tend to be biased towards the majority class, leading to suboptimal performance.

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What are imbalanced datasets?

Imbalanced datasets refer to datasets where the distribution of instances across different classes is skewed or uneven. In other words, one class (the majority class) has significantly more examples than one or more other classes (the minority class or classes)....

What is Weighted Logistic Regression?

Weighted logistic regression is an extension of standard logistic regression that allows for the incorporation of sample weights into the model. In logistic regression, the goal is to model the probability that a binary outcome (e.g., success or failure) occurs as a function of one or more predictor variables. This is typically done using maximum likelihood estimation....

How weighted Logistic Regression is used for an Imbalanced Dataset?

Weighted logistic regression is a technique commonly employed to address the issue of imbalanced datasets in logistic regression models. In imbalanced datasets, where the classes of interest are not equally represented, traditional logistic regression models may exhibit bias towards the majority class, leading to suboptimal performance, especially for predicting rare events....

Implementation To Show how Weighted Logistic Regression works for Imbalanced Dataset

Importing Neccessary Libraries...

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