Book Image

Hands-On Predictive Analytics with Python

By : Alvaro Fuentes
Book Image

Hands-On Predictive Analytics with Python

By: Alvaro Fuentes

Overview of this book

Predictive analytics is an applied field that employs a variety of quantitative methods using data to make predictions. It involves much more than just throwing data onto a computer to build a model. This book provides practical coverage to help you understand the most important concepts of predictive analytics. Using practical, step-by-step examples, we build predictive analytics solutions while using cutting-edge Python tools and packages. The book's step-by-step approach starts by defining the problem and moves on to identifying relevant data. We will also be performing data preparation, exploring and visualizing relationships, building models, tuning, evaluating, and deploying model. Each stage has relevant practical examples and efficient Python code. You will work with models such as KNN, Random Forests, and neural networks using the most important libraries in Python's data science stack: NumPy, Pandas, Matplotlib, Seaborn, Keras, Dash, and so on. In addition to hands-on code examples, you will find intuitive explanations of the inner workings of the main techniques and algorithms used in predictive analytics. By the end of this book, you will be all set to build high-performance predictive analytics solutions using Python programming.
Table of Contents (11 chapters)

Lasso regression

Lasso is a clever modification to the multiple regression model that automatically excludes features that have little relevance to the accuracy of predictions. It performs a regularization strategy to perform variable selection in order to try to enhance the prediction accuracy of the multiple regression model. The equation that the lasso regression model uses to make the predictions is the same as in the multiple regression case: a linear combination of all the features, that is, each of them multiplied by a single coefficient. The modification is made in the quantity that the algorithm is trying to minimize; if we have P predictors, then the problem now is to find the combination of weights (w) that will minimize the following quantity:

Note that the first part of the quantity is almost the same as in the case of the MLR (except for the constant multiplying...