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River (ID: !!usv17hLOnCX)
MLB Bets July 9, 2016
2016-07-09 04:53:00 Post No. 1370484
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MLB Bets July 9, 2016
River (ID: !!usv17hLOnCX)
2016-07-09 04:53:00
Post No. 1370484
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Hey there, /biz/.
Last night, I went ahead and decided to do some calculations. I looked at the odds provided by Sportsbetting on the upcoming MLB games (those played today, the 8th), and then looked at FiveThirtyEight's predictions for those games.
Using those predictions and odds, I calculated the Kelly criterion for all of them and found five games which gave a criterion to bet on the favoured team:
>Blue Jays/Tigers (63% chance of Jays win, 50/81 odds, bet 3.06% of money on Jays)
>Red Sox/Rays (54% chance of Sox win, 25/27 odds, bet 4.32% of money on Sox)
>Indians/Yankees (65% chance of Indians win, 100/177 odds, bet 3.05% of money on Indians)
>Rockies/Phillies (58% chance of Rockies win, 4/5 odds, bet 5.5% of money on Rockies)
>Giants/Diamondbacks (61% chance of Giants win, 25/38 odds, bet 1.72% of money on Giants)
I then started calculating the odds of various outcomes and determined that the probability of a profitable outcome (there were 13 possible outcomes which were profitable, out of 32 total possible outcomes) was 55.1%.
As of writing this (1am EST, July 9), three of the five games turned out as predicted (Jays, Sox, and Indians won), one turned out otherwise (Rockies lost), and the final one is turning out favourably (Giants lead 5-2 at the bottom of the 7th). At this point, it doesn't matter what happens, as the Rockies and Giants losing is one of the possible profitable outcomes, albeit a small profit. (Theoretically using a pool of $100, betting the above percentages would have resulted in $17.65 being bet, and Rockies and Giants losses would result in a 2.15% profit. If the Giants win, however, then the profit is 18.3%.)
As you can see, this kind of mathematical betting turned out to work well. Tonight, I will be doing something similar, for tomorrow's games.