C. Broom/M. Whitehouse vs S. Hazawa/Y. Mochizuki
Summary
Match Info
Analysis
Summary: No value is present at the quoted prices: the home price (1.53) is too short relative to our conservative 62% win estimate, producing a small negative EV.
Highlights
- • Market-implied home win: 65.36% vs our estimated 62.0%
- • Breakeven odds for our estimate: 1.613; current home price 1.53 yields EV ≈ -0.051
Pros
- + Home team is the clear market favorite, suggesting a genuine edge over the opponent
- + Conservative probability accounts for uncertainty given lack of data
Cons
- - Current prices incorporate a meaningful bookmaker margin (~7.4%) eliminating value
- - Insufficient match-specific data (form, surface suitability, injuries, H2H) increases estimation risk
Details
We estimate the home pairing (C. Broom/M. Whitehouse) is the nominal favorite but, given no independent recent-form, injury or H2H data, we take a conservative true-win probability of 62.0% for the home team. Market-implied probabilities from the provided prices are: home 1/1.53 = 65.36% and away 1/2.38 = 42.02% (total book sum ~107.38%, indicating a ~7.4% bookmaker margin). At our estimated true probability (62.0%), the fair minimum decimal price for value would be 1.613 (1/0.62). The current home price of 1.53 is shorter than that threshold, producing a negative expected value (EV = 0.62*1.53 - 1 = -0.051). The away side at 2.38 would require a true probability ≥ 1/2.38 = 42.02% to break even; given we conservatively place home at 62.0%, the implied away true probability would be 38.0%, so we see no positive EV on the underdog either. Because neither side offers positive EV at the quoted prices, we recommend no bet.
Key factors
- • Market-implied home probability (65.36%) is higher than our conservative true estimate (62.0%)
- • Bookmaker margin is substantial (~7.4%), reducing available value
- • No independent form/injury/H2H data was available, so estimates are conservative