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Fangzhou Liu vs Yeon Woo Ku

Tennis
2025-09-09 03:44
Start: 2025-09-10 02:00

Summary

Pick: home
EV: 0.11

Current Odds

Home 1.04|Away 23
Best Odds

Match Info

Match key: Fangzhou Liu_Yeon Woo Ku_2025-09-10

Analysis

Summary: We find value on Fangzhou Liu at 3.0 because the market overestimates Yeon Woo Ku relative to the similar profiles; Liu priced at 3.0 yields ~11% EV given our 37% win estimate.

Highlights

  • Market-implied prob for Liu = 33.3% vs our estimate 37%
  • Minimum fair odds needed for value = 2.703; current 3.0 exceeds that

Pros

  • + Clear positive EV at current market price
  • + Both players' profiles are similar, reducing likelihood of large hidden edges for the favorite

Cons

  • - Both players show overall weak recent records (10-21), increasing variance and unpredictability
  • - Limited matchup-specific data and no H2H available increases uncertainty in the estimate

Details

We see the market pricing Yeon Woo Ku at ~75% implied probability (1.333) and Fangzhou Liu at ~33.3% (3.0). The raw player data in the research shows both players with nearly identical career records (10-21) and similar surface experience on clay and hard, with no injury flags or clear head-to-head edge provided. Given the parity in records and recent form, we believe the bookmaker has over-weighted Ku and under-priced Liu. Conservatively, we estimate Liu's true win probability at 37%, which is materially higher than the market-implied 33.3%, creating value on the 3.0 price. Calculation: EV = 0.37 * 3.0 - 1 = +0.11 (11% ROI on a 1-unit stake). We therefore recommend the home upset at current prices because the odds available (3.0) exceed our minimum required fair odds (2.703) for Liu to be a positive-EV play.

Key factors

  • Nearly identical career records and surfaces played suggest matchup parity
  • Market implies a large gap (75% vs 33.3%) not supported by available form/information
  • No injuries or withdrawals reported for either player in the provided research
  • Underdog pricing (3.0) offers a cushion vs our conservative probability estimate