Summarization Through Submodularity and Dispersion

40184

Authors

nan

Abstract

We propose a new optimization frame- work for summarization by generalizing the submodular framework of (Lin and Bilmes, 2011). In our framework the sum- marization desideratum is expressed as a sum of a submodular function and a non- submodular function, which we call dis- persion; the latter uses inter-sentence dis- similarities in different ways in order to ensure non-redundancy of the summary. We consider three natural dispersion func- tions and show that a greedy algorithm can obtain an approximately optimal sum- mary in all three cases. We conduct ex- periments on two corpora—DUC 2004 and user comments on news articles—and show that the performance of our algo- rithm outperforms those that rely only on submodularity. 1

Keywords

nan

Full Content

Proceedings of the 51st Annual Meeting of the Association for Computational Linguistics, pages 1014–1022, Sofia, Bulgaria, August 4-9 2013. c⃝2013 Association for Computational Linguistics Summarization Through Submodularity and Dispersion Anirban Dasgupta Yahoo! Labs Sunnyvale, CA 95054 anirban@yahoo-inc.com Ravi Kumar Google Mountain View, CA 94043 tintin@google.com Sujith Ravi Google Mountain View, CA 94043 sravi@gooogle.com Abstract We propose a new optimization frame- work for summarization by generalizing the submodular framework of (Lin and Bilmes, 2011). In our framework the sum- marization desideratum is expressed as a sum of a submodular function and a non- submodular function, which we call dis- persion; the latter uses inter-sentence dis- similarities in different ways in order to ensure non-redundancy of the summary. We consider three natural dispersion func- tions and show that a greedy algorithm can obtain an approximately optimal sum- mary in all three cases. We conduct ex- periments on two corpora—DUC 2004 and user comments on news articles—and show that the performance of our algo- rithm outperforms those that rely only on submodularity. 1 Introduction Summarization is a classic text processing prob- lem. Broadly speaking, given one or more doc- uments, the goal is to obtain a concise piece of text that contains the most salient points in the given document(s). Thanks to the om- nipresent information overload facing all of us, the importance of summarization is gaining; semi- automatically summarized content is increasingly becoming user-facing: many newspapers equip editors with automated tools to aid them in choos- ing a subset of user comments to show. Summa- rization has been studied for the past in various settings—a large single document, multiple docu- ments on the same topic, and user-generated con- tent. Each domain throws up its own set of idiosyn- crasies and challenges for the summarization task. On one hand, in the multi-document case (say, dif- ferent news reports on the same event), the text is often very long and detailed. The precision/recall requirements are higher in this domain and a se- mantic representation of the text might be needed to avoid redundancy. On the other hand, in the case of user-generated content (say, comments on a news article), even though the text is short, one is faced with a different set of problems: volume (popular articles generate more than 10,000 com- ments), noise (most comments are vacuous, lin- guistically deficient, and tangential to the article), and redundancy (similar views are expressed by multiple commenters). In both cases, there is a delicate balance between choosing the salient, rel- evant, popular, and diverse points (e.g., sentences) versus minimizing syntactic and semantic redun- dancy. While there have been many approaches to au- tomatic summarization (see Section 2), our work is directly inspired by the recent elegant frame- work of (Lin and Bilmes, 2011). They employed the powerful theory of submodular functions for summarization: submodularity embodies the “di- minishing returns” property and hence is a natural vocabulary to express the summarization desider- ata. In this framework, each of the constraints (rel- evance, redundancy, etc.) is captured as …

Content truncated to 500 words

Labeled Text

We propose a new optimization framework for summarization by generalizing the submodular framework of (Lin and Bilmes, 2011). In our framework the summarization desideratum is expressed as a sum of a submodular function and a nonsubmodular function, which we call dispersion; the latter uses inter-sentence dissimilarities in different ways in order to ensure non-redundancy of the summary. We consider three natural dispersion functions and show that a greedy algorithm can obtain an approximately optimal summary in all three cases. We conduct experiments on two corpora—DUC 2004 and user comments on news articles—and show that the performance of our algorithm outperforms those that rely only on submodularity. 1

Publication Details

Paper ID:
40184
Year:
2013
Publication:
TIPSTER
Publication Type:
conf
DOI:
nan