What different regression types are there?
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There are several different types of regression in statistics and machine learning, including:
- Linear regression is the simplest form of regression, where the goal is to find a linear relationship between a dependent variable and one or more independent variables.
- Multiple regression is similar to linear regression but involves more than one independent variable.
- Polynomial regression is a type of regression that involves fitting a polynomial function to the data rather than a straight line.
- Logistic regression is used when the dependent variable is categorical, such as binary (yes/no) or ordinal (low/medium/high).
- Ridge regression is a type of linear regression that uses a regularization technique to prevent overfitting of the data.
- Lasso regression is similar to ridge regression but uses a different type of regularization that can lead to sparse models (i.e., models with many coefficients set to zero).
- Elastic net regression combines ridge and lasso regression that can help balance their strengths and weaknesses.
- Time series regression is used when the data is time-dependent, and the goal is to predict future values of the dependent variable based on past values.
- Bayesian regression uses Bayesian statistical methods to estimate the parameters of the regression model and can provide uncertainty estimates for the predictions.
- Nonparametric regression is flexible and does not assume a specific functional form for the relationship between the dependent and independent variables.
Here's how you can build a regression model in Symon.AI: https://www.symon.ai/learning-hub/build-a-regression-model
The docs are the most up-to-date: https://app.symon.ai/assets/docs/en/tools/predict/regressor.html