A Context-Theoretic Framework for Compositionality in Distributional Semantics

By Daoud Clarke. 2011

68 citations recorded by the source corpus.

Formalizing “meaning as context” mathematically leads to a new, algebraic theory of meaning, in which composition is bilinear and associative. These properties are shared by other methods that have been proposed in the literature, including the tensor product, vector addition, point-wise multiplication, and matrix multiplication.Entailment can be represented by a vector lattice ordering, inspired by a strengthened form of the distributional hypothesis, and a degree of entailment is defined in the form of a conditional probability. Approaches to the task of recognizing textual entailment, including the use of subsequence matching, lexical entailment probability, and latent Dirichlet allocation, can be described within our framework.

Subfields: Artificial Intelligence, Computational Theory and Mathematics, Natural Language Processing, Representation & Self-Supervised Learning

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In Artificial Intelligence

  1. Phil Blunsom
  2. Yoav Goldberg
  3. Edward Grefenstette
  4. Mirella Lapata
  5. Mohit Bansal
  6. Luke S. Zettlemoyer
  7. Chris Dyer
  8. Kyunghyun Cho

In Computational Theory and Mathematics

  1. Edward Grefenstette
  2. Phil Blunsom
  3. Stephen Clark
  4. Peter D. Turney
  5. Nal Kalchbrenner
  6. Aurélie Herbelot
  7. Eva Maria Vecchi

In Natural Language Processing

  1. Phil Blunsom
  2. Edward Grefenstette
  3. Yoav Goldberg
  4. Mirella Lapata
  5. Stephen Clark
  6. Nal Kalchbrenner
  7. Kyunghyun Cho
  8. Karl Moritz Hermann

In Representation & Self-Supervised Learning

  1. Aurélie Herbelot
  2. Phil Blunsom
  3. Edward Grefenstette
  4. Stephen Clark
  5. Nal Kalchbrenner
  6. Eva Maria Vecchi
  7. Marco Baroni
  8. Peter D. Turney

Citations in the corpus