Effect of Non-linear Deep Architecture in Sequence Labeling
12028Authors
nan
Abstract
If we compare the widely used Condi- tional Random Fields (CRF) with newly proposed “deep architecture” sequence models (Collobert et al., 2011), there are two things changing: from linear archi- tecture to non-linear, and from discrete feature representation to distributional. It is unclear, however, what utility non- linearity offers in conventional feature- based models. In this study, we show the close connection between CRF and “se- quence model” neural nets, and present an empirical investigation to compare their performance on two sequence labeling tasks – Named Entity Recognition and Syntactic Chunking. Our results suggest that non-linear models are highly effective in low-dimensional distributional spaces. Somewhat surprisingly, we find that a non- linear architecture offers no benefits in a high-dimensional discrete feature space. 1
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International Joint Conference on Natural Language Processing, pages 1285–1291, Nagoya, Japan, 14-18 October 2013. Effect of Non-linear Deep Architecture in Sequence Labeling Mengqiu Wang Computer Science Department Stanford University Stanford, CA 94305, USA mengqiu@cs.stanford.edu Christopher D. Manning Computer Science Department Stanford University Stanford, CA 94305, USA manning@cs.stanford.edu Abstract If we compare the widely used Condi- tional Random Fields (CRF) with newly proposed “deep architecture” sequence models (Collobert et al., 2011), there are two things changing: from linear archi- tecture to non-linear, and from discrete feature representation to distributional. It is unclear, however, what utility non- linearity offers in conventional feature- based models. In this study, we show the close connection between CRF and “se- quence model” neural nets, and present an empirical investigation to compare their performance on two sequence labeling tasks – Named Entity Recognition and Syntactic Chunking. Our results suggest that non-linear models are highly effective in low-dimensional distributional spaces. Somewhat surprisingly, we find that a non- linear architecture offers no benefits in a high-dimensional discrete feature space. 1 Introduction Sequence labeling encompasses an important class of NLP problems that aim at annotating natu- ral language texts with various syntactic and se- mantic information, such as part-of-speech tags and named-entity labels. Output from such sys- tems can facilitate downstream applications such as Question Answering and Relation Extraction. Most methods developed so far for sequence label- ing employ generalized linear statistical models, meaning methods that describe the data as a com- bination of linear basis functions, either directly in the input variables space (e.g., SVM) or through some transformation of the probability distribu- tions (e.g., “log-linear” models). Recently, Collobert et al. (2011) proposed “deep architecture” models for sequence labeling (named Sentence-level Likelihood Neural Nets, abbreviated as SLNN henceforth), and showed promising results on a range of tasks (POS tagging, NER, Chunking, and SRL). Two new changes were suggested: extending the model from a linear to non-linear architecture; and re- placing discrete feature representations with dis- tributional feature representations in a continuous space. It has generally been argued that non- linearity between layers is vital to the power of neural models (Bengio, 2009). The relative con- tribution of these changes, however, is unclear, as is the question of whether gains can be made by introducing non-linearity to conventional feature- based models. In this paper, we illustrate the close relationship between CRF and SLNN models, and conduct an empirical investigation of the effect of nonlinear- ity with different feature representations. Exper- iments on Named Entity Recognition (NER) and Syntactic Chunking tasks suggest that non-linear models are highly effective in low-dimensional distributed feature space, but offer no benefits in high-dimensional discrete space. Furthermore, both linear and non-linear models improve when we combine the discrete and continuous feature spaces, but a linear model still outperforms the non-linear one. 2 From CRFs To SLNNs A CRF models the conditional probability of structured output variables y given observations x. In sequence modeling, the observations are typi- cally words in a sentence, and the output variables …
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Labeled Text
If we compare the widely used Conditional Random Fields (CRF) with newly proposed “deep architecture” sequence models (Collobert et al., 2011), there are two things changing: from linear architecture to non-linear, and from discrete feature representation to distributional. It is unclear, however, what utility nonlinearity offers in conventional featurebased models. In this study, we show the close connection between CRF and “sequence model” neural nets, and present an empirical investigation to compare their performance on two sequence labeling tasks – Named Entity Recognition and Syntactic Chunking. Our results suggest that non-linear models are highly effective in low-dimensional distributional spaces. Somewhat surprisingly, we find that a nonlinear architecture offers no benefits in a high-dimensional discrete feature space. 1
Publication Details
- Paper ID:
- 12028
- Year:
- 2013
- Publication:
- TIPSTER
- Publication Type:
- conf
- DOI:
- nan