A Fancy Formula for Predicting World Cup Victories
P(n) = λne-λ over n! That is all you need to know to predict the World Cup winner. The formula is used by a firm that boasts of its accomplishments in predicting football matches. A few months back when we looked at their predictions they had France listed as the team with the best probability of winning the World Cup. The data has changed and so have the probabilities for each team.
The new favorite is a familiar one, Brazil, which apparently has a 13.5% chance of hoisting the trophy. France and Germany both are said to have an 11% chance of winning it all, while the Netherlands and Spain round out the top five.
The odds aren’t so great for Italy, England and Argentina, with each hovering near 5% according the model. Iran and Costa Rica are both given a measely .1% chance of winning, which isn’t great but beats the 0% probability for Angola, Togo, Saudi Arabia, Ghana and Trinidad and Tobago.
I probably don’t need to remind many of you about this, but in the equation used:
‘n’ is the number of goals scored, ‘lambda’ is the expected number of goals, ‘e’ is a natural logarithm and the exclamation mark is ‘factorial’, a function of ‘n’. P is the probability distribution of goals scored.
You can find out the odds for your country to make each stage of the tournament, by heading this way. We’ll see if their predictions fair any better than ours, which were derived through a very scientific method that we will not reveal but that did involve beer, darts and an abacus.
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http://www.worldcupblog.org/world-cup-2006/a-fancy-formula-for-predicting-world-cup-victories.html A Fancy Formula for Predicting World Cup Victories – FIFA World Cup 2006 – World Cup 2006 Blog
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