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Maxim Zhukov vs Ye Chen

Tennis
2025-09-04 12:22
Start: 2025-09-05 02:00

Summary

No pick
EV: -0.305

Current Odds

Home 1.74|Away 5.73
Best Odds

Match Info

Match key: Maxim Zhukov_Ye Chen_2025-09-05

Analysis

Summary: The market price (1.07) overstates Zhukov's likelihood of winning versus what the available profile supports; no value at current odds.

Highlights

  • Implied market probability for Zhukov: ~93.5% (no supporting evidence in the research)
  • Break-even price given our estimate: 1.538; current 1.07 is far below that

Pros

  • + Zhukov has recent wins at Maanshan on hard surfaces (shows surface suitability)
  • + Reasonable experience and match volume (56 matches) indicating match fitness

Cons

  • - Career record (31-25) is solid but not dominant — nowhere near the near-certainty implied by 1.07
  • - No data on opponent (Ye Chen) prevents accurate confirmation of a huge mismatch; increases uncertainty

Details

We compare the market-implied probability for Maxim Zhukov (1.07 -> ~93.46%) to a conservative, research-grounded assessment. Zhukov's provided profile shows a solid but not dominant résumé (31-25 career record across 56 matches and recent wins at M15 Maanshan on hard), which suggests competence on this surface but not near-certain outcomes. There is no data provided about Ye Chen to justify the market pricing close to a lock. Given the available information, we estimate Zhukov's true win probability substantially lower than the implied ~93.5% (we estimate ~65%). At the quoted home price of 1.07, EV = 0.65*1.07 - 1 = -0.305 (negative), so the market price offers no value. To be a +EV wager versus our probability estimate, we would need a minimum decimal price of 1.538 or higher; the current market is far below that. Therefore we recommend no bet.

Key factors

  • Market implies ~93.5% for Zhukov (1.07) which is implausibly high given available data
  • Zhukov has a solid but not dominant career record (31-25) and recent wins at Maanshan on hard
  • No information provided on Ye Chen creates meaningful uncertainty and argues against treating Zhukov as a near-lock