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Linear Regression
Models the relationship between the dependent variable and independent variables as a linear equation.
Logistic Regression
Used for categorical dependent variables, predicting probabilities by fitting data to a logistic curve.
Polynomial Regression
Models the relationship as an nth degree polynomial, suitable for non-linear relationships.
Ridge Regression
Addresses multicollinearity by adding a penalty term to shrink coefficients.
Lasso Regression
Adds a penalty term using absolute coefficients, aiding feature selection by setting some coefficients to zero.
ElasticNet Regression
Combines penalties of ridge and lasso regression, beneficial for correlated features.
Bayesian Regression
Utilizes Bayesian inference for parameter estimation, providing a probabilistic framework.
Nonlinear Regression
Fits a curve using nonlinear functions for non-linear relationships between variables.