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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.
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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!
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- **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.
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### Dataset Sources
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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.
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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!
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- **Created By:** Andrea Vallebueno, Cassandra Handan-Nader, Christopher D. Manning, and Daniel E. Ho
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- **Languages:** English
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- **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.
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### Dataset Sources
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