Vector space semantics with frequency-driven motifs
40578Authors
nan
Abstract
Traditional models of distributional se- mantics suffer from computational issues such as data sparsity for individual lex- emes and complexities of modeling se- mantic composition when dealing with structures larger than single lexical items. In this work, we present a frequency- driven paradigm for robust distributional semantics in terms of semantically cohe- sive lineal constituents, or motifs. The framework subsumes issues such as dif- ferential compositional as well as non- compositional behavior of phrasal con- situents, and circumvents some problems of data sparsity by design. We design a segmentation model to optimally par- tition a sentence into lineal constituents, which can be used to define distributional contexts that are less noisy, semantically more interpretable, and linguistically dis- ambiguated. Hellinger PCA embeddings learnt using the framework show competi- tive results on empirical tasks. 1
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Proceedings of the 52nd Annual Meeting of the Association for Computational Linguistics, pages 634–643, Baltimore, Maryland, USA, June 23-25 2014. c⃝2014 Association for Computational Linguistics Vector space semantics with frequency-driven motifs Shashank Srivastava Carnegie Mellon University Pittsburgh, PA 15217 ssrivastava@cmu.edu Eduard Hovy Carnegie Mellon University Pittsburgh, PA 15217 hovy@cmu.edu Abstract Traditional models of distributional se- mantics suffer from computational issues such as data sparsity for individual lex- emes and complexities of modeling se- mantic composition when dealing with structures larger than single lexical items. In this work, we present a frequency- driven paradigm for robust distributional semantics in terms of semantically cohe- sive lineal constituents, or motifs. The framework subsumes issues such as dif- ferential compositional as well as non- compositional behavior of phrasal con- situents, and circumvents some problems of data sparsity by design. We design a segmentation model to optimally par- tition a sentence into lineal constituents, which can be used to define distributional contexts that are less noisy, semantically more interpretable, and linguistically dis- ambiguated. Hellinger PCA embeddings learnt using the framework show competi- tive results on empirical tasks. 1 Introduction Meaning in language is a confluence of experien- tially acquired semantics of words or multi-word phrases, and their semantic composition to create new meanings. For instance, successfully inter- preting a sentence such as The old senator kicked the bucket. requires the knowledge that the semantic conno- tations of ‘kicking the bucket’ as a unit are the same as those for ‘dying’. Short of explicit su- pervision, such semantic mappings must be in- ferred by a new language speaker through induc- tive mechanisms operating on observed linguis- tic usage. This perspective of acquired meaning aligns with the ‘meaning is usage’ adage, conso- nant with Wittgenstein’s view of semantics. At the same time, the ability to adaptively commu- nicate elaborate meanings can only be conciled through Frege’s principle of compositionality, i.e., meanings of larger linguistic constructs can be derived from the meanings of individual compo- nents, modulated by their syntactic interrelations. Indeed, most linguistic usage appears composi- tional. This is supported by the fact even with very limited vocabulary, children and non-native speakers can often communicate surprisingly ef- fectively. It can be argued that to be sustainable, induc- tive aspects of meaning must be recurrent enough to be learnable by new users. That is, a non- compositional phrase such as ‘kick the bucket’ is likely to persist in common parlance only if it is frequently used with its associated semantic map- ping. If a usage-driven meaning of a motif is not recurrent enough, learning this mapping is inef- ficient in two ways. First, the sparseness of ob- servations would severely limit accurate inductive acquisition by new observers. Second, the value of learning a very infrequent semantic mapping is likely marginal. This motivates the need for a frequency-driven view of lexical semantics. In particular, such a perspective can be especially advantageous for distributional semantics for rea- sons we outline below. Distributional semantic models (DSMs) that represent words as distributions …
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Traditional models of distributional semantics suffer from computational issues such as data sparsity for individual lexemes and complexities of modeling semantic composition when dealing with structures larger than single lexical items. In this work, we present a frequencydriven paradigm for robust distributional semantics in terms of semantically cohesive lineal constituents, or motifs. The framework subsumes issues such as differential compositional as well as noncompositional behavior of phrasal consituents, and circumvents some problems of data sparsity by design. We design a segmentation model to optimally partition a sentence into lineal constituents, which can be used to define distributional contexts that are less noisy, semantically more interpretable, and linguistically disambiguated. Hellinger PCA embeddings learnt using the framework show competitive results on empirical tasks. 1
Publication Details
- Paper ID:
- 40578
- Year:
- 2014
- Publication:
- TIPSTER
- Publication Type:
- conf
- DOI:
- nan