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James Story vs Yanis Ghazouani Durand

Tennis
2025-09-11 02:46
Start: 2025-09-11 11:00

Summary

Pick: away
EV: 0.284

Current Odds

Home 1.316|Away 3.21
Best Odds

Match Info

Match key: James Story_Yanis Ghazouani Durand_2025-09-11

Analysis

Summary: We find value on the away (Yanis) at 3.21 — our conservative true win probability (40%) produces ~28.4% ROI versus the market-implied 31.1%.

Highlights

  • Market is heavily favoring James (1.311 implied 76.3%)
  • Relative career records and surface overlap suggest a much closer matchup

Pros

  • + Clear positive EV at current widely-available price (3.21)
  • + Conservative probability estimate still leaves significant edge

Cons

  • - Limited data and no H2H available increases uncertainty
  • - Favorite's market price may reflect information not in the provided dataset (e.g., recent practice/injury)

Details

We compare the market-implied probabilities (Home implied 1/1.311 = 76.3%, Away implied 1/3.21 = 31.1%) to our assessment from the available player data. Both players have experience on hard/carpets and similar-level records (James Story 31-23 ≈ 57.4% career win rate; Yanis Ghazouani Durand 17-17 = 50.0%). A simple relative-strength conversion of those win rates produces a much closer head-to-head expectation (roughly 53.5% home / 46.5% away), indicating the market is heavily overstating the favorite. Given surface overlap, comparable recent results, and small sample sizes, we conservatively estimate Yanis's true win probability at 40.0%. At the current away price (3.21) that yields positive expected value (EV = 0.40 * 3.21 - 1 = 0.284). We therefore recommend the away (Yanis) only because the market’s implied 31.1% is well below our conservative 40% estimate, leaving room for substantial value. Odds used for EV calculation: 3.21 (current moneyline).

Key factors

  • Market-implied probability for the favorite (76.3%) appears overstated versus career-win-rate parity
  • Both players have demonstrated competence on hard/carpets — surface neutralizes a large edge
  • Sample sizes and recent form are mixed, so we apply a conservative true-probability estimate for the underdog