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What is Bagging Regression

Handbook of Research on Technological Advances of Library and Information Science in Industry 5.0
An ensemble meta-estimator known as a bagging regressor fits base regressors to individual random subsets of the original dataset and then aggregates each prediction (either by voting or by averaging) to get the final prediction. By adding randomization to the process of building a black-box estimator (such as a decision tree), a meta-estimator of this kind can often be used to lower the estimator's variance.
Published in Chapter:
Prognostication of Crime Using Bagging Regression Model: A Case Study of London
Ashansa Kithmini Wijeratne (Sabaragamuwa University of Sri Lanka, Sri Lanka), Nirubikaa Ravikumar (Sabaragamuwa University of Sri Lanka, Sri Lanka), Pulasthi Mithila Bandara (Sabaragamuwa University of Sri Lanka, Sri Lanka), and Banujan Kuhaneswaran (Sabaragamuwa University of Sri Lanka, Sri Lanka)
DOI: 10.4018/978-1-6684-4755-0.ch023
Abstract
Crime is a social and economic problem that affects a country's quality of day-to-day life and economic growth. However, analyzing and forecasting crime is not a straightforward job for a law enforcement investigator to manually unravel the underlying nuances of crime data. To make this process easier and more automated, the authors present a machine-learning model for crime analysis and predictions. The authors used a London crime dataset and enhanced the data set by incorporating population density, percentage of economically inactive working age, and average monthly temperature. The pre-process step prepares the raw data and makes it suitable for the machine-learning model. Bagging and boosting ensemble techniques were used to find a better- machine-learning model. GridSearchCV was used to tune hyperparameters to find the best-performed model. Parameters were tuned as an iterative processes. Eventually, the researchers compared all the algorithms and selected the Random Forest bagging regression model as the best-performed algorithm.
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