Abstract:
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The problem of inferring the ranking over a set of objects finds many applications in recommendation systems, web search, social choice, among many others. Recent development in crowdsourcing services makes it possible to collect pairwise comparison labels from a large number of crowd workers with a fixed amount of monetary cost for each comparison. For a requestor, it is desirable to adaptively decide the next pair of objects for comparison and to stop collecting labels to save for budget once the collected information is sufficient.
In this talk, I will first present several sequential ranking aggregation procedures, then show that these procedures are asymptotically optimal among all possible sequential and adaptive procedures.
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