ACM SIGIR Forum · 2015 · 567 citations · 18 references
ComputingComputer ScienceInformation RetrievalNatural Language ProcessingText AnalyticsEvaluation Of Retrieval SystemsRelevance RankingRetrieval ModelsLanguage Modeling Approach To RetrievalLanguage Modeling For Information RetrievalLanguage Modeling For RetrievalMixture ModelMixture Models For RetrievalPrecisionRetrievalTrec Evaluation
Subtopic retrieval seeks documents covering multiple subtopics of a query, but document utility depends on other ranked documents, challenging traditional independent relevance assumptions and evaluation methods. The authors introduce subtopic retrieval and propose a framework and methods—including statistical language models and MMR—to evaluate and perform it. They develop an evaluation framework that extends precision/recall to account for topic difficulty and redundancy, and test statistical language models with MMR ranking. A mixture model with query likelihood ranking modestly outperforms a baseline relevance ranking on a TREC interactive track dataset.
We present a non-traditional retrieval problem we call subtopic retrieval. The subtopic retrieval problem is concerned with finding documents that cover many different subtopics of a query topic. In such a problem, the utility of a document in a ranking is dependent on other documents in the ranking, violating the assumption of independent relevance which is assumed in most traditional retrieval methods. Subtopic retrieval poses challenges for evaluating performance, as well as for developing effective algorithms. We propose a framework for evaluating subtopic retrieval which generalizes the traditional precision and recall metrics by accounting for intrinsic topic difficulty as well as redundancy in documents. We propose and systematically evaluate several methods for performing subtopic retrieval using statistical language models and a maximal marginal relevance (MMR) ranking strategy. A mixture model combined with query likelihood relevance ranking is shown to modestly outperform a baseline relevance ranking on a data set used in the TREC interactive track.
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A threshold of ln <i>n</i> for approximating set cover
Uriel Feige · Journal of the ACM · 1998 · 3.1K citations · Full text