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Hands-On Recommendation Systems with Python

Hands-On Recommendation Systems with Python

By : Banik
3.4 (11)
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Hands-On Recommendation Systems with Python

Hands-On Recommendation Systems with Python

3.4 (11)
By: Banik

Overview of this book

Recommendation systems are at the heart of almost every internet business today; from Facebook to Net?ix to Amazon. Providing good recommendations, whether it's friends, movies, or groceries, goes a long way in defining user experience and enticing your customers to use your platform. This book shows you how to do just that. You will learn about the different kinds of recommenders used in the industry and see how to build them from scratch using Python. No need to wade through tons of machine learning theory—you'll get started with building and learning about recommenders as quickly as possible.. In this book, you will build an IMDB Top 250 clone, a content-based engine that works on movie metadata. You'll use collaborative filters to make use of customer behavior data, and a Hybrid Recommender that incorporates content based and collaborative filtering techniques  With this book, all you need to get started with building recommendation systems is a familiarity with Python, and by the time you're fnished, you will have a great grasp of how recommenders work and be in a strong position to apply the techniques that you will learn to your own problem domains.
Table of Contents (9 chapters)
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Document vectors

Essentially, the models we are building compute the pairwise similarity between bodies of text. But how do we numerically quantify the similarity between two bodies of text?

To put it another way, consider three movies: A, B, and C. How can we mathematically prove that the plot of A is more similar to the plot of B than to that of C (or vice versa)?

The first step toward answering these questions is to represent the bodies of text (henceforth referred to as documents) as mathematical quantities. This is done by representing these documents as vectors. In other words, every document is depicted as a series of n numbers, where each number represents a dimension and n is the size of the vocabulary of all the documents put together.

But what are the values of these vectors? The answer to that question depends on the vectorizer we are using to convert our documents...

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