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Dataset Card for Statistical Uncertainty in Word Embeddings: GloVe-V

This is the data repository for the paper "Statistical Uncertainty in Word Embeddings: GloVe-V". Our preprint is available here.

We introduce a method to obtain approximate, easy-to-use, and scalable uncertainty estimates for the GloVe word embeddings and demonstrate its usefulness in natural language tasks and computational social science analysis.

Dataset Details

This data repository contains pre-computed GloVe embeddings and GloVe-V variances for several corpora, including:

  • Toy Corpus (300-dim): a subset of 11 words from the Corpus of Historical American English (1900-1999). Downloadable as Toy-Embeddings
  • Corpus of Historical American English (COHA) (1900-1999) (300-dim): Downloadable as COHA_1900-1999_300d
  • More to come!

Dataset Description

This dataset contains pre-computed GloVe embeddings and GloVe-V variances for the corpora listed above.

Given a vocabulary of size $V$, the GloVe-V variances require storing $V \times (D x D)$ floating point numbers. For this reason, we produce two versions of the variances:

  1. Approximation Variances: These are approximations to the full GloVe-V variances that can use either a diagonal approximation to the full variance, or a low-rank Singular Value Decomposition (SVD) approximation. We optimize this approximation at the level of each word to guarantee at least 90% reconstruction of the original variance. These approximations require storing much fewer floating point numbers than the full variances.
  2. Complete Variances: These are the full GloVe-V variances, which require storing $V \times (D x D)$ floating point numbers. For example, in the case of the 300-dimensional embeddings for the COHA (1900-1999) corpus, this would be approximately 6.4 billion floating point numbers!
  • Created By: Andrea Vallebueno, Cassandra Handan-Nader, Christopher D. Manning, and Daniel E. Ho
  • Languages: English
  • License: The license of these data products varies according to each corpora. In the case of the COHA corpus, these data products are intended for academic use only.

Dataset Sources

Dataset Structure

The dataset for each corpus contains the following files (see the Storage of GloVe-V Variances section below for more details on the differences between the complete and approximated variances):

  • vocab.txt: a list of the words in the corpus with associated frequencies
  • vectors.safetensors: a safetensors file containing the embeddings for each word in the corpus
  • complete_chunk_{i}.safetensors: a set of safetensors file containing the complete variances for each word in the corpus. These variances are size $D \times D$, where $D$ is the embedding dimensionality, and thus are very storage-intensive.
  • approx_info.txt: a text file containing information on the approximation used to approximate the full variance of each word (diagonal approximation, or SVD approximation)
  • ApproximationVariances.safetensors: a safetensors file containing the approximation variances for each word in the corpus. These approximations require storing much fewer floating point numbers than the full variances. If a word has been approximated by a diagonal approximation, then this file will contain only $D$ floating point numbers for each word. Alternatively, if a word has been approximated by an SVD approximation of rank $k$, then this file will contain $k(2D + 1)$ floating point numbers for each word.

Use

Our tutorial notebook is available here and offers a detailed walkthrough of the process of downloading and interacting with the GloVe-V data products.

Citation

If you use this software, please cite it as below:

BibTeX:

@inproceedings{glovev2024,
    title = "Statistical Uncertainty in Word Embeddings: {GloVe-V}",
    author = "Vallebueno, Andrea and Handan-Nader, Cassandra and Manning, Christopher D. and Ho, Daniel E.",
    booktitle = "Proceedings of the 2024 Conference on Empirical Methods in Natural Language Processing",
    year = "2024",
    publisher = "Association for Computational Linguistics",
    location = "Miami, Florida"
}

Contact

Daniel E. Ho ([email protected])

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