Book Image

Machine Learning with R Cookbook, Second Edition - Second Edition

By : Yu-Wei, Chiu (David Chiu)
Book Image

Machine Learning with R Cookbook, Second Edition - Second Edition

By: Yu-Wei, Chiu (David Chiu)

Overview of this book

Big data has become a popular buzzword across many industries. An increasing number of people have been exposed to the term and are looking at how to leverage big data in their own businesses, to improve sales and profitability. However, collecting, aggregating, and visualizing data is just one part of the equation. Being able to extract useful information from data is another task, and a much more challenging one. Machine Learning with R Cookbook, Second Edition uses a practical approach to teach you how to perform machine learning with R. Each chapter is divided into several simple recipes. Through the step-by-step instructions provided in each recipe, you will be able to construct a predictive model by using a variety of machine learning packages. In this book, you will first learn to set up the R environment and use simple R commands to explore data. The next topic covers how to perform statistical analysis with machine learning analysis and assess created models, covered in detail later on in the book. You'll also learn how to integrate R and Hadoop to create a big data analysis platform. The detailed illustrations provide all the information required to start applying machine learning to individual projects. With Machine Learning with R Cookbook, machine learning has never been easier.
Table of Contents (21 chapters)
Title Page
Credits
About the Authors
About the Reviewers
www.PacktPub.com
Customer Feedback
Preface

Fitting a polynomial regression model with lm


Some predictor variables and response variables may have a non-linear relationship, and their relationship can be modeled as an nth order polynomial. In this recipe, we will introduce how to deal with polynomial regression using the lm and poly functions.

Getting ready

Prepare the dataset that includes a relationship between the predictor and response variable that can be modeled as an nth order polynomial. In this recipe, we will continue to use the Quartet dataset from the car package.

How to do it...

Perform the following steps to fit the polynomial regression model with lm:

  1. First, we make a scatter plot of the x and y2 variables:
        > plot(Quartet$x, Quartet$y2)  

Scatter plot of variables x and y2

  1. You can apply the poly function by specifying 2 in the argument:
        > lmfit = lm(Quartet$y2~poly(Quartet$x,2))
        > lines(sort(Quartet$x), lmfit$fit[order(Quartet$x)], col = "red")  

A quardratic fit example of the regression plot...