Existing empirical bidding research on ad auctions often aims to estimate model parameters (e.g., click-through-rates) from aggregate data (e.g., average position, total number of impressions, etc.). This is not surprising, because aggregate data are what the search engines reveal. But it has recently been pointed out that aggregate data can produce biased estimates. We construct a disaggregated model of positions and impressions from aggregate statistics. Previous work has demonstrated that the disaggregation process is feasible using tree-based search techniques. We extend the previous approach by formulating the disaggregation process as two intertwined problems, rank and impression estimation. We solve these problems using a mathematical programming formulation, and a problem-specific tree search. We evaluate the merits of these two solution techniques in a simulated ad auction environment, the Ad Auctions division of the annual Trading Agent Competition (TAC AA).
Joint work with Jordan Berg, Carleton Coffrin, and Eric Sodomka.
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Contact information: |
Dr. Wolf Ketter |
Email |