{"id":5076,"date":"2014-04-27T21:38:03","date_gmt":"2014-04-27T16:08:03","guid":{"rendered":"http:\/\/ivyproschool.com\/blog\/?p=5076"},"modified":"2024-11-15T14:39:17","modified_gmt":"2024-11-15T09:09:17","slug":"how-bayesian-predictive-modelling-is-used-for-election-analysis","status":"publish","type":"post","link":"https:\/\/ivyproschool.com\/blog\/how-bayesian-predictive-modelling-is-used-for-election-analysis\/","title":{"rendered":"How Bayesian Predictive Modelling is used for Election Analysis"},"content":{"rendered":"

As a student of statistics or analytics, you will know why the Bayesian logic is applied to decision making and inferential statistics<\/a> for probability inference. \u00a0It is the way to quantify a situation with an uncertain outcome by determining its probability. The Bayesian model defines a rule for refining a hypothesis \u2013 factoring-in additional evidence and background information. For election analysis, the dynamic Bayesian forecasting model is often a preferred method for both forecasting of election outcomes and studying the distribution of votes over geographic, demographic, and political variables. This method systematically combines information from historical forecasting models in real time with results from the large number of constituency-level opinion surveys released publicly during the campaign. The result is a set of forecasts that is as good as the historical model, increasing in accuracy as Election Day approaches.<\/b><\/p>\n

Forecasting elections using Bayesian Model<\/b><\/p>\n

Election analysis has become a very hotly pursued and debated issue, especially as the verdict day approaches. It is comparatively easy to predict the winner of the U.S. presidential elections, where you have only two presidential candidates. A Bayesian prediction model used for the U.S. Presidential Elections<\/a> will concentrate on the Electoral outcome taking into consideration merely the self-proclaimed undecided voters. Estimators are incorporated into a dynamic programming algorithm to determine the probability of one candidate winning the election against the other.<\/p>\n

However, in a large electorate like India, the Government formed is the political party or group of coalition parties who secure majority votes, with the respective projected Prime Ministerial candidate. Taking the current 2014 Lok Sabha elections<\/a> as case study, the electorate is spread across 122 constituencies across the country with nine polling stages over 36 days.<\/p>\n

Herein, a Bayesian analysis for election forecasting will differ from a frequentist analysis as it will be based on\u00a0the probability of the hypothesis, working with given data. Such data are constantly updated observations as voter sentiments change with election speeches. A rigorous approach is applied to transform constituency polling data to winning party forecasts and incorporating undecided voters using \u2018swing voter effects\u2019 and emotionally heated peaks. Also pockets or valleys of tightly contested election are converted to a rational probabilistic representation of the likely winning party \/ candidate.<\/p>\n

As polling data changes so do predictions on a real-time streaming basis. The dynamic \u00a0Bayesian methodology can be applied at any point during the campaign cycle to compare and capture these changes, \u00a0and allocate appropriate weights to provide practical predictions even in the most volatile and unpredictable scenario.<\/p>\n

Bayesian methods are useful in the design and analysis of election surveys, although models depend upon specific features of data collection and goals of inference.<\/p>\n

Hierarchical modelling<\/b><\/p>\n

Electoral data has a natural hierarchical structure (regions, electoral constituencies, parties, multiple elections) that leads to hierarchical models and data display, suggesting natural ways of model validation. This also overcomes the limitation of constituencies being \u00a0polled on different days, allowing the model to borrow strength across both, constituencies and time differences. Thus day-to-day variations in the polls are filtered with sampling error and national campaign effects, making possible daily tracking of voter preferences at the constituency and national levels. Simulation techniques can help estimate a party\u2019s probability of winning each constituency and consequently, across the nation.<\/p>\n

A dynamic Bayesian forecasting model enables early and accurate prediction of election outcomes making use of the following:<\/p>\n