CÓMO IMPORTA CADA FACTOR
Level (Elo/ranking)▸ Fernandez●●●
Fernandez (Elo 1689, #74 implied) outranks Sawangkaew (Elo 1650, #94). Model gives Sawangkaew 56% despite inferior rating—algorithmic confidence, not hierarchy.
Serve/Return▸ Fernandez●●●
Fernandez serves 60% vs Sawangkaew's 58%; Fernandez returns 39% vs Sawangkaew's 45%. Fernandez's serve edge dominates; Sawangkaew's return edge is marginal.
Form= Igualado●●
Both 6/10 last 10 matches, both on 1-match streaks. Fernandez has quality win vs M. Andreeva (Elo 1917); Sawangkaew has none. Slight form edge to Fernandez.
Rest/Fatigue▸ Fernandez●●
Fernandez 3 days since last match, only 1 in 14 days. Sawangkaew 2 days rest, 4 matches in 14 days. Sawangkaew is fresher but match-sharper; Fernandez better recovered.
Surface (Hard)▸ Sawangkaew●●
Sawangkaew 40% on hard; no opponent baseline available. Insufficient data to quantify impact, but Sawangkaew's 40% win rate suggests the surface is not a strength.
Weather (Humidity 81%)= Igualado●
High humidity slows ball, lengthens rallies. Both players face identical conditions; slight advantage to better baseline rally player, data unavailable for both.
RANKING & ELO MISMATCH
Fernandez holds a meaningful rating edge: Elo 1689 vs Sawangkaew's 1650, plus an implied ranking advantage (#74 vs #94). In WTA terms, this is a clear signal of superior baseline strength. Yet the model assigns Sawangkaew 56% win probability—a confident overweight relative to her hierarchical position. This divergence is the core story: either the model has spotted form, matchup, or strategic edges that rating has not, or the odds (29% implied for Sawangkaew) are underpricing a player who remains structurally weaker.
SERVE & RETURN EDGE TO FERNANDEZ
Fernandez's serve wins 60% of points vs Sawangkaew's 58%—a narrow but consistent 2-point edge when Fernandez is serving. On return, Fernandez's 39% is slightly worse than Sawangkaew's 45%, but this asymmetry is small in the context of hard court play. The decisive metric is serve: Fernandez is the more dangerous server, and on a fast hard court at US Open, a two-point hold is valuable in tiebreaks and pressure moments. Sawangkaew's return edge is insufficient to offset this.
FORM & FATIGUE COMPLEXITY
Both players arrive with identical recent records (6 wins in last 10) and single-match win streaks—a statistical tie. However, Fernandez's quality win over M. Andreeva (Elo 1917, +228 above her own rating) provides evidence of tactical poise against ranked opposition. Sawangkaew shows no equivalent scalp. On rest, Fernandez has three days and has played only once in 14 days—thorough recovery. Sawangkaew has two days but four matches in 14 days, suggesting sharpness but also cumulative load. For a best-of-three hard court match, Fernandez's fresher state likely outweighs Sawangkaew's match rhythm.
SURFACE & CONDITIONS
Sawangkaew's hard court record is 40%—below a neutral baseline, suggesting the surface does not suit her primary game. No opponent surface data exists, so we cannot measure Fernandez's hard court strength, but her superior serve (60%) and ranking suggest hard courts are not a weakness. The weather (23°C, 81% humidity, 9 km/h wind) is mild and humid, which slows the ball slightly and favors rally depth over first-shot dominance. Neither player has a documented edge in humidity, but Fernandez's higher ceiling as a player suggests she adapts better to varied conditions.
VALUE ASSESSMENT
The model gives Sawangkaew 56% (odds 3.4, market 29% implied). Expected value is +89.3%, a substantial overweight of the favorite. However, this assessment assumes model calibration is reliable in this match context. Fernandez's rating, serve, and recent quality win form a coherent case; Sawangkaew's 56% is driven by algorithmic patterns, not by explicit evidence in ranking, serve, return, or form. The market is skeptical (29%), and that skepticism has some grounding: Fernandez is the higher-ranked player with the better serve. The model may be correct, but the discrepancy warrants caution. For betting purposes, the model-market gap suggests a soft edge at best; the true win probability likely lies between 44% and 56%, closer to the market's pessimism on Sawangkaew.
Impacto y análisis a partir de datos reales del partido (Elo, forma, cara a cara, descanso, superficie vs base, clima, altitud). El modelo ≈ el mercado de media; la cuota ya captura casi toda la ventaja. +18 · juega con responsabilidad.