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Tennis · Sport academy

Tennis Academy

Tennis is a nested scoring system — points make games, games make sets, sets make a match. Small edges on serve compound into large edges in the score, and every number comes from one player against one opponent on one surface.

What matters

Most matches are best of three sets; men's Grand Slam singles are best of five, which gives the stronger player more time for an edge to show. Each game is either a service game or a return game. Servers win most of their games, so a set usually turns on one or two breaks of serve — or goes to a tiebreak when neither player breaks.

Surface is not interchangeable. Hard, clay and grass change how much the serve is worth and how long rallies last, so a player's clay record says limited things about grass. Match context matters too: retirements and walkovers end matches without a completed result, the draw decides who a player can meet, and opponent quality varies enormously across a season.

Important data

InputWhy it matters
Service and return pointsThe underlying unit; games and sets are built from them
Surface (hard, clay, grass)Changes the value of serve and return; samples split by surface get small fast
Match formatBest-of-3 vs best-of-5, tiebreak rules
Opponent qualityRanking or rating of who a result came against
Recent form and sampleHow many matches, on which surface, how recently
Completion statusRetirements and walkovers are not normal results

Common metrics

MetricWhat it measuresHow to read it
Ace rate / double-fault rateAces and double faults per service pointServe weapon vs serve risk
First serve inShare of first serves landedContext for the two serve-points-won numbers
First- / second-serve points wonPoints won behind each serveSecond-serve points won exposes weak serves
Service points wonAll points won on serveDrives hold rate
Hold rateService games wonCompounds from service points won
Break points savedBreak points faced and savedSmall samples; noisy
Return points wonPoints won on the opponent’s serve (first and second return)Drives break rate
Return games won / break-point conversionBreaks of serve, and breaks per break-point chanceWhere sets are usually decided

Model concepts

Because points compound into games, a small difference in service points won becomes a large difference in hold rate — see the worked example. Match models therefore lean on serve and return, adjusted for surface and opponent.

Ranking is context, not probability. Rankings reward points accumulated over a rolling year, including tournaments a player chose to enter; they say little about a specific match on a specific surface. A rating built from match results is a better input — PropBetEdge Tennis uses an Elo-style PBE Rating, and publishes its matchup win probability only where a tour's rating has beaten the ranking baseline in backtests.

Tennis DNA is descriptive

Tennis DNA describes what a player's record shows: Match DNA from results (set, game and tiebreak win rates, margins, opponent-quality splits) and technical DNA from match statistics (serve and return rates). Percentiles compare players only within the same tour, need a minimum sample, and are withheld rather than shown as zero when data is missing. Where a tour comparison has too few qualified players, the product holds it and says so. A DNA percentile is not a win probability. See Tennis DNA.

The PBE Tennis pick model has not been trained or validated out of sample, so PropBetEdge Tennis publishes no picks and no pick track record. The rule is the same in every sport: no published call without out-of-sample evidence.

Live intelligence

A tennis match is read tournament → match → set → game → point. Tennis PBEcast shows each level the source actually covers: some feeds carry the point score and the server; others carry only set and game scores, and the missing point data is left blank rather than invented. Updates are observations every several seconds, not a point-by-point stream, and replay walks only the stored events. See Tennis PBEcast.

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Worked example

Worked example · service points to hold rate (illustrative)
  1. Illustrative, not a real player: a server wins 64% of service points. If points are independent, the chance of holding a game is P(hold) = p⁴(1 + 4q + 10q²) + 20p³q³ · p² / (1 − 2pq), with q = 1 − p.
  2. p = 0.64 → P(hold) = 81.3%. Drop to p = 0.60 → 73.6%.
  3. A 4-point drop in service points won costs 7.7 points of hold rate — roughly one extra lost service game every 13 service games.
Points compound. That is why serve metrics matter so much, why second-serve points won exposes a player, and why ranking alone is a blunt instrument. Limitation: real points are not independent — pressure points, fatigue and the returner's quality all move p within a match.

Glossary

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