Prediction Markets + Market Predictions = Collective Forecasting That Pays Off

Prediction markets react to polls.

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Learning in Investment Decisions: Evidence from Prediction Markets and Polls – (PDF file) – David S. Lee and Enrico Moretti – 2008-12-XX

In this paper, we explore how polls and prediction markets interact in the context of the 2008 U.S. Presidential election. We begin by presenting some evidence on the relative predictive power of polls and prediction markers. If almost all of the information that is relevant for predicting electoral outcomes is not captured in polling, then there is little reason to believe that prediction market prices should co-move with contemporaneous polling. If, at the other extreme, there is no useful information beyond what is already summarized by the current polls, then market prices should react to new polling information in a particular way. Using both a random walk and a simple autoregressive model, we find that the latter view appears more consistent with the data. Rather than anticipating significant changes in voter sentiment, the market price appears to be reacting to the release of the polling information.

We then outline and test a more formal model of investor learning. In the model, investors have a prior on the probability of victory of each candidate, and in each period they update this probability after receiving a noisy signal in the form of a poll. This Bayesian model indicates that the market price should be a function of the prior and each of the available signals, with weights reflecting their relative precision. It also indicates that more precise polls (i.e. polls with larger sample size) and earlier polls should have more effect on market prices, everything else constant. The empirical evidence is generally, although not completely, supportive of the predictions of the Bayesian model.

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11 Comments to Prediction markets react to polls.

  1. December 30, 2008 at 6:36 PM | Permalink

    Has anyone looked at the performance of prediction markets with and in the absence of relevant polling information? For example, states which had no or very little polling activity still had markets.  That comparison may not be very good, as presumably most states with little polling data weren’t close races.  Surely there is a nice natural experiment to be analyzed.

  2. January 1, 2009 at 8:50 PM | Permalink

    I’m embarrassed by some things, but this study is not one of them.

    It’s unsurprising that prediction markets are informed by polls. I suspect if that was not the case, some would criticize PMs for failing to aggregate available information.

    I also suspect that the comparison I suggest above would provide some insight on the delta provided by polls. Am I crazy?

  3. Daniel Horowitz's Gravatar Daniel HorowitzNo Gravatar
    January 2, 2009 at 11:58 AM | Permalink

    I believe Nate (fivethirtyeight.com) was driving the prediction markets based on his analysis of the polls.

  4. January 2, 2009 at 3:11 PM | Permalink

    David, so did the markets move when Nate posted?  Should be testable.

    Chris, what was driving political prediction markets lacking relevant polls?

  5. January 3, 2009 at 11:52 AM | Permalink

    From what I saw in the final two weeks, non-longshot state-level divergences between Intrade and 538 mainly came down to latency in 538 updates. It seemed like the markets interpreted new polls earlier, creating divergences that largely disappeared when 538 was updated hours later.

    About the paper, the markets may have immediately integrated new poll data as they should, but smoothed/averaged the news with traders’ previous outlooks. If you superimpose the charts as above, it will look like the markets are integrating polls with a delay.. or are they instead reflecting polls immediately but discounting them? Replacing the market prices with 538’s output on the percentage scale above probably looks the same, as 538 smoothed new polls. New polls are noisy and it’s desirable to wait for confirmation before jumping to the conclusion suggested by the latest poll. As the prediction is made to respond more quickly, the risk of head-fakes increases, like we see in the first three poll spikes above. If you have two series with the same mean absolute error, the more volatile series will score worse with squared or log errors.

  1. By on January 5, 2009 at 4:54 AM
  2. By on January 8, 2009 at 3:02 AM

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