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I. Khromacheva/K. Rakhimova vs M. Kozyreva/I. Shymanovich

Tennis
2025-09-05 20:51
Start: 2025-09-05 20:48

Summary

No pick
EV: -0.062

Current Odds

Home 16|Away 1.01
Best Odds

Match Info

Match key: I. Khromacheva/K. Rakhimova_M. Kozyreva/I. Shymanovich_2025-09-05

Analysis

Summary: We see no value at current prices: the home side looks slightly overbet by the market and the away quote is not generous enough against our conservative probability estimate.

Highlights

  • Market overprices the home favorite relative to our conservative estimate
  • Lack of form/injury/H2H data increases uncertainty and raises required edge

Pros

  • + Home is still the clear favorite and likely the more probable winner
  • + Market clarity (two-sided prices provided) allows straightforward value comparison

Cons

  • - Insufficient information on form, surface, or injuries increases estimation error
  • - Even conservative estimates don’t produce positive EV at available odds

Details

Market prices make the home pairing heavy favorites (implied ~72.5% at 1.38). With no external form, surface, injury or head-to-head data available, we apply a conservative assessment and estimate the true win probability for the home team at 68%. At that probability the fair decimal price is ~1.471; the current market price of 1.38 produces a negative expected value (EV = 0.68 * 1.38 - 1 ≈ -0.062). The away price (2.85, implied ~35.1%) would require our estimated away win probability to be >35.1% to be profitable; given symmetric uncertainty we estimate the away chance at ~32%, which also offers no value. Because both sides appear overpriced relative to our conservative probabilities, we do not recommend backing either side at current prices.

Key factors

  • No external data on recent form, surface preference, injuries, or H2H — we apply conservative default assumptions
  • Market-implied probability for the home side (1.38) is ~72.5%; we believe the true chance is materially lower (~68%) given uncertainty
  • Away price (2.85) would be valuable only if our away probability exceeded ~35.1%; our conservative estimate for away is ~32%