Book Image

Practical Data Analysis Cookbook

By : Tomasz Drabas
Book Image

Practical Data Analysis Cookbook

By: Tomasz Drabas

Overview of this book

Data analysis is the process of systematically applying statistical and logical techniques to describe and illustrate, condense and recap, and evaluate data. Its importance has been most visible in the sector of information and communication technologies. It is an employee asset in almost all economy sectors. This book provides a rich set of independent recipes that dive into the world of data analytics and modeling using a variety of approaches, tools, and algorithms. You will learn the basics of data handling and modeling, and will build your skills gradually toward more advanced topics such as simulations, raw text processing, social interactions analysis, and more. First, you will learn some easy-to-follow practical techniques on how to read, write, clean, reformat, explore, and understand your data—arguably the most time-consuming (and the most important) tasks for any data scientist. In the second section, different independent recipes delve into intermediate topics such as classification, clustering, predicting, and more. With the help of these easy-to-follow recipes, you will also learn techniques that can easily be expanded to solve other real-life problems such as building recommendation engines or predictive models. In the third section, you will explore more advanced topics: from the field of graph theory through natural language processing, discrete choice modeling to simulations. You will also get to expand your knowledge on identifying fraud origin with the help of a graph, scrape Internet websites, and classify movies based on their reviews. By the end of this book, you will be able to efficiently use the vast array of tools that the Python environment has to offer.
Table of Contents (19 chapters)
Practical Data Analysis Cookbook
Credits
About the Author
Acknowledgments
About the Reviewers
www.PacktPub.com
Preface
Index

Testing for violations of the Independence from Irrelevant Alternatives


The MNL is based on a fairly restrictive IIA property that assumes that the ratios of probabilities of the alternatives remain unchanged. This is true only for the choice set (set of all the alternatives) that does not share any common characteristic or, put differently, the alternatives are not correlated.

The most famous example of the IIA violation is the red bus/blue bus paradox. Consider a situation where you are choosing between traveling by car, train, or blue bus. For the sake of simplicity, we assume that the probability of selecting each of the options is equal to 1/3. Under IIA, if we added a red bus to the choice set, the ratio of the probabilities of the remaining options would remain constant so the probabilities would now equal 1/4.

However, in reality, does the color of the bus matter that much?! Let's, for the sake of argument, assume that it does not, and in effect we are still selecting between the car...