M. Brooks/D. Jakupovic vs M. Drazic/A. Nagy
Summary
Match Info
Analysis
Summary: We do not recommend a bet: the home price (1.18) is slightly shorter than our conservative fair value (~1.22), producing a small negative EV; the away side also lacks value.
Highlights
- • Home implied probability: 84.7%; our estimate: 82.0%
- • Required fair decimal odds for positive EV: >= 1.22 (market is 1.18)
Pros
- + Heavy market favorite suggests a clear matchup advantage
- + Lower variance on favorites in doubles can reduce short-term volatility
Cons
- - No independent data on form, injuries, or head-to-head to justify an edge
- - Market price is shorter than our conservative fair odds, producing negative EV
Details
We compared the market prices (Home 1.18 => implied 84.7%, Away 4.50 => implied 22.2%) to a conservative true-probability view. Given no external data and the inherent volatility in doubles, we estimate the home pair's true win probability at 82.0%. At that probability the fair price would be ~1.22, above the market's 1.18, which yields a small negative edge. The away side looks even less attractive under our conservative estimates (we estimate ~18% vs market 22.2%). Because neither side offers positive expected value at the quoted prices, we do not recommend a wager.
Key factors
- • Market implies a very strong favorite (84.7%); we apply a conservative downward adjustment to 82.0%
- • No external form/injury/H2H data available — increased model uncertainty
- • Doubles matches have higher variance and team combinations can produce upsets