SharpEddie47
Market Sharp
- Joined
- Mar 4, 2024
- Messages
- 685
- Reaction score
- 16
- Points
- 18
The variance problem in UFC betting is structurally different from any team sport.
In football: eleven players, ninety minutes, thousands of individual actions. The variance of any single action is absorbed by subsequent actions. The strong team wins more often than not over sufficient sample.
In MMA: two fighters, potentially fifteen minutes, and a single punch landing at the right angle at the right moment ends everything.
The implicit probability model that underpins all sports betting: better team or player wins more often. True in football, basketball, NFL.
Partially true in MMA. The better fighter wins most of the time. The better fighter also gets knocked out by a shot they didn't see at a 2-to-1 favorite price more often than the equivalent probability in team sports.
The structural question: is the variance in UFC outcomes so high that edge-based betting is genuinely harder than in other markets, or does the high variance create specific inefficiencies that compensate.
My answer: the variance creates specific method-of-victory and round markets that are inefficiently priced because the casual bettor ignores them for the simpler winner market.
In football: eleven players, ninety minutes, thousands of individual actions. The variance of any single action is absorbed by subsequent actions. The strong team wins more often than not over sufficient sample.
In MMA: two fighters, potentially fifteen minutes, and a single punch landing at the right angle at the right moment ends everything.
The implicit probability model that underpins all sports betting: better team or player wins more often. True in football, basketball, NFL.
Partially true in MMA. The better fighter wins most of the time. The better fighter also gets knocked out by a shot they didn't see at a 2-to-1 favorite price more often than the equivalent probability in team sports.
The structural question: is the variance in UFC outcomes so high that edge-based betting is genuinely harder than in other markets, or does the high variance create specific inefficiencies that compensate.
My answer: the variance creates specific method-of-victory and round markets that are inefficiently priced because the casual bettor ignores them for the simpler winner market.
