Here's the start of the paper I've just written on forecasting the UK General Election (rather easy for a quant, much easier than valuing a CDO!), and lectured on for the CQF yesterday. The lecture should be going online soon for members of wilmott.com. P How I Successfully Forecast The Results Of The UK General Election 2015 Abstract: Elementary quantitative finance techniques were applied in the run up to the UK General Election 2015 to try to predict the next government. Comparisons are made between elections and derivatives valuation, and this allows forecasting pitfalls to be avoided, pitfalls that most, if not all, professional forecasters fell into. The results were thus far better than those made by said professionals. Keywords: Election forecasting; Jensen's Inequality; Transition matrix; Random matrices; Sensitivity to parameters Introduction First let me make it clear that only a handful of people knew that I was attempting to forecast the results of this election. At the time I saw more downside than upside to making a public prediction. And since I wouldn't be writing this paper if I hadn't been rather successful then clearly I am open to being criticized as a major case of survivorship bias. In defence I can only say that I put my money were my mouth was, and more than quintupled that money! Election forecasting and quantitative finance methodology There are many similarities between quantitative finance and election forecasting due to the random nature of voting, the nonlinear relationship between the number of votes and the number of seats, and the information available prior to the election.
- Share prices are treated as random in quantitative finance, and voting intentions give the impression of some randomness.
- Derivatives are nonlinear in their payoffs, and with the First Past The Post (FPTP) voting system the person who gets most votes wins, even if that is less than 50\% of the votes. It is possible for a party to get less than 50\% in every constituency and win 100\% of seats.
- In quant finance we have traded prices for vanilla instruments such as bonds, and they may (or may not) contain information about future interest rates. In elections we have poll results. We might want to calibrate our election model just as we often calibrate our quant models.