TennisEdge's AI model finds no betting value in C. Tauson vs J. Cristian (Strasbourg on 2026-05-20) — the market is efficient, with C. Tauson favoured at 1.90.
Independent estimates of who wins, each from a different method. The blend is what the bot prices against the market.
| Method | C. Tauson | J. Cristian |
|---|---|---|
| Elo ratings-based, surface-weighted |
46.3% | 53.7% |
| Machine learning 29-feature gradient-boosted model |
40.9% | 59.1% |
| Blend what the bot actually prices off |
43.6% | 56.4% |
| Market implied de-vigged from the opening odds |
50.0% | 50.0% |
We publish how well these score against the closing market, including where they lose: how accurate are tennis predictions?
| Player | Surface | Elo | Record | Matches |
|---|---|---|---|---|
| C. Tauson | hard | 1788 | 141–74 | 215 |
| J. Cristian | hard | 1839 | 72–67 | 139 |
Our own ratings, computed from match results since 2018. Players with fewer than 5 rated matches are omitted rather than shown at a provisional starting value. Last updated July 14, 2026.
Level at 3–3 over 6 meetings. Full record.
| Date | Event | Surface | Winner | Score |
|---|---|---|---|---|
| May 20, 2026 | Strasbourg | clay | J. Cristian | 2 - 0 |
| Feb. 8, 2024 | WTA Cluj-Napoca | clay | J. Cristian | 2 - 0 |
| Jan. 29, 2024 | WTA Linz | clay | C. Tauson | 2 - 0 |
| June 13, 2023 | Valencia Challenger Women | clay | C. Tauson | 2 - 0 |
| March 2, 2023 | ITF W60 Trnava Women | hard | J. Cristian | 2 - 1 |
| L | E. Cocciaretto | 2 - 1 | July 27, 2026 |
| L | B. Krejcikova | 1 - 2 | July 18, 2026 |
| W | S. Bejlek | 2 - 0 | July 17, 2026 |
| W | M. Tona | 2 - 0 | July 16, 2026 |
| W | N. Hibino | 2 - 0 | July 14, 2026 |
| L | I. Jovic | 0 - 2 | June 29, 2026 |
| L | K. Boulter | 0 - 2 | June 12, 2026 |
| W | Q. Zheng | 0 - 2 | June 8, 2026 |
| L | K. Rakhimova | 2 - 1 | May 25, 2026 |
| L | V. Mboko | 2 - 1 | May 22, 2026 |
All May 20, 2026 results & picks →
Model consensus identifies J. Cristian as a 54.6% favorite on Clay, deriving value from her superior Clay ELO (1685 vs 1659) against a market pricing this as a 50/50 split.