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Normal distribution / Markov chain / Maximum likelihood / Pairwise comparison / Permutation / Centrality / Statistics / Mathematics / Probability and statistics


A Statistical Convergence Perspective of Algorithms for Rank Aggregation from Pairwise Data Arun Rajkumar Shivani Agarwal Indian Institute of Science, Bangalore[removed], INDIA
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Document Date: 2014-02-16 19:30:21


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City

Beijing / Fabian / Paris / /

Company

Neural Information Processing Systems / Patterson / /

Country

France / Jordan / China / /

Currency

pence / /

Facility

Pairwise Data Arun Rajkumar Shivani Agarwal Indian Institute of Science / University of Chicago / /

IndustryTerm

search engines using clickthrough data / rank aggregation algorithms / Web Conference / rank centrality algorithm / count algorithm / least squares algorithm / matrix concentration tools / least squares algorithms / rank aggregation algorithm / /

Organization

University of Chicago / Indian Institute of Science / Bangalore / Federal Bureau of Investigation / /

Person

Yoram / Michael I. On / Ai / Hossein Azari / Srikanth / Q. As / Dorit S. Ranking / /

Position

author / Prime Minister / Singer / probabilistic model for rank aggregation / flexible generative model for preference aggregation / /

ProgrammingLanguage

RC / ML / /

PublishedMedium

Journal of the ACM / IEEE Transactions on Information Theory / Machine Learning / Journal of Machine Learning Research / /

Technology

rank aggregation algorithm / rank centrality algorithm / rank aggregation algorithms / SVM-based rank aggregation algorithm / least squares algorithms / PKI / BTL-ML algorithm / existing algorithms / recovery fraction Algorithm / least squares algorithm / Borda count algorithm / Data Mining / SVM-RankAggregation algorithm / dom / Machine Learning / SVM-based algorithm / BTL-ML algorithms / 5 algorithms / /

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