Book Image

Natural Language Processing with Java - Second Edition

By : Richard M. Reese
Book Image

Natural Language Processing with Java - Second Edition

By: Richard M. Reese

Overview of this book

Natural Language Processing (NLP) allows you to take any sentence and identify patterns, special names, company names, and more. The second edition of Natural Language Processing with Java teaches you how to perform language analysis with the help of Java libraries, while constantly gaining insights from the outcomes. You’ll start by understanding how NLP and its various concepts work. Having got to grips with the basics, you’ll explore important tools and libraries in Java for NLP, such as CoreNLP, OpenNLP, Neuroph, and Mallet. You’ll then start performing NLP on different inputs and tasks, such as tokenization, model training, parts-of-speech and parsing trees. You’ll learn about statistical machine translation, summarization, dialog systems, complex searches, supervised and unsupervised NLP, and more. By the end of this book, you’ll have learned more about NLP, neural networks, and various other trained models in Java for enhancing the performance of NLP applications.
Table of Contents (19 chapters)
Title Page
Dedication
Packt Upsell
Contributors
Preface
Index

Dimensionality reduction


Word embedding is now a basic building block for natural language processing. GloVe, or word2vec, or any other form of word embedding will generate a two-dimensional matrix, but it is stored in one-dimensional vectors. Dimensonality here refers to the size of these vectors, which is not the same as the size of the vocabulary. The following diagram is taken from https://nlp.stanford.edu/projects/glove/ and shows vocabulary versus vector dimensions:

The other issue with large dimensions is the memory required to use word embeddings in the real world; simple 300 dimensional vectors with more than a million tokens will take 6 GB or more of memory to process. Using such a lot of memory is not practical in real-world NLP use cases. The best way is to reduce the number of dimensions to decrease the size. t-Distributed Stochastic Neighbor Embedding (t-SNE) and principal component analysis (PCA) are two common approaches  used to achieve dimensionality reduction. In the next...