Measuring Bookmaker Risk

Session Title

Session 3-2-D: The Math of Game Play

Presentation Type

Event

Location

The Mirage Hotel & Casino, Las Vegas, Nevada

Start Date

9-6-2016 10:30 AM

End Date

9-6-2016 12:00 PM

Disciplines

Economics | Gaming and Casino Operations Management | International Business | Statistics and Probability

Abstract

The sports betting industry made estimated gross winnings of over $40 billion in 2014 and this industry has been growing significantly especially in European markets where it is liberalised. However there has been no development of a regulatory framework similar to Solvency II for insurers or Basel III for banks that specify the minimum capital required for a bookmaker (betting company) to conduct business. This usually means that the bookmaker is over-reserving or purchasing additional protection for contingency purposes which leads to inefficient use of capital. Alternatively it may result in a bookmaker not having significant funds to cover for adverse outcomes. My work shows the key requirements on odds set by a bookmaker and extends this by calculating the overall risk faced by a bookmaker with a portfolio of bets. This can be used to evaluate the minimum capital requirement for each bookmaker.

Keywords

Solvency, odds, risk, reserves, bookmaking

Comments

Audio recording of this presentation is attached as a downloadable MP3 audio file, 59.1 MB

This presentation begins at 30:51

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Jun 9th, 10:30 AM Jun 9th, 12:00 PM

Measuring Bookmaker Risk

The Mirage Hotel & Casino, Las Vegas, Nevada

The sports betting industry made estimated gross winnings of over $40 billion in 2014 and this industry has been growing significantly especially in European markets where it is liberalised. However there has been no development of a regulatory framework similar to Solvency II for insurers or Basel III for banks that specify the minimum capital required for a bookmaker (betting company) to conduct business. This usually means that the bookmaker is over-reserving or purchasing additional protection for contingency purposes which leads to inefficient use of capital. Alternatively it may result in a bookmaker not having significant funds to cover for adverse outcomes. My work shows the key requirements on odds set by a bookmaker and extends this by calculating the overall risk faced by a bookmaker with a portfolio of bets. This can be used to evaluate the minimum capital requirement for each bookmaker.