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Binary vector

As explained in Natural Language Processing in Action, Second Edition

A bit vector is a vector whose elements are binary values representing discrete features or states.

A binary vector represents a sentence or document as slots containing 0 or 1: each slot records whether a vocabulary item is absent or present. The result preserves word membership but discards sequence and much of the original meaning. Most slots are usually zero, even for large documents. section 2.5.3 section 1.5.3

Use binary vectors as a practical bag-of-words representation:

  • Assign each possible word to a vocabulary slot. section 1.5.3
  • Store 1 when a word appears in a document and 0 otherwise. section 2.5.3
  • Prefer a sparse array or dictionary-like structure for large vocabularies; inspect an individual vector with a pandas Series and combine documents in a DataFrame. section 2.5.3
  • Place the representation after tokenization, optionally filtering stop words and rare words. section 1.5.3

A token-sorting view

Imagine a coin sorter with one bin for every vocabulary word. Feeding it “Guten Morgen Rosa” fills the Guten, Morgen, and Rosa bins, producing a vector with 1s in those positions and 0s elsewhere. This makes documents searchable and mathematically comparable, but the vector no longer records the words’ order. section 1.5.3

How Natural Language Processing in Action, Second Edition covers it

How deep it goes
Explains vocabulary slots, sparse storage, and lost word order, while deferring richer TF–IDF representations.
Examples
Uses a Canadian coin sorter and short greeting phrases to illustrate vocabulary bins and vector construction.
What it assumes
Assumes basic documents and vocabulary, while placing tokenization and optional word filtering before vector construction.
What you can do after
Evaluate/understand how binary document vectors support search while losing word order and contextual meaning.
How it connects
Connects binary vectors to tokenization, bag-of-words, sparse arrays, CountVectorizer, and TF–IDF.

Related concepts

This explainer was generated by Manning's knowledge graph from the text of Natural Language Processing in Action, Second Edition. The section links point to the parts of the book it draws on.