Over/Under 2.5 Goals: Model Accuracy Across 50 Featured Leagues

Frequently Asked Questions

How does Tactiq compute over/under 2.5 goals probability?
The model produces an expected total goals figure per fixture by combining each side's expected goals scored and conceded, weighted by recent form and home advantage. The expected total is converted into a probability distribution over total goals, and the over 2.5 probability is the area of that distribution above 2.5.
Why 2.5 goals specifically?
Two and a half is the most-tracked total-goals threshold in football because it splits the typical fixture distribution near the median. Lower-scoring fixtures fall below 2.5, higher-scoring ones above. Modeling other thresholds (1.5, 3.5) is a straightforward extension and Tactiq computes them internally for analysts who request them.
Does per-league calibration vary?
Yes, meaningfully. Some leagues are systematically higher-scoring (Bundesliga, Eredivisie) and some are systematically lower-scoring (Ligue 1, Greek Super League). The model applies per-league baseline corrections so that a 65 percent over 2.5 probability in the Bundesliga represents the same calibration as a 65 percent in Ligue 1.
How does the model handle extreme fixtures?
Fixtures with unusually high expected total goals (over 3.5 expected) are common in some leagues and rare in others. The model treats them with the same probability machinery but flags them in the analysis output so the user knows the fixture is on the tail of the league's distribution.
Is over/under available for all 1,200+ leagues?
It is computed for the 50 featured leagues where Tactiq has full historical data and squad context. For non-featured leagues, the over/under output is shown but with a note indicating the lower-data calibration band. Premium users see the full output regardless.
How is the model's performance measured?
Same way as the win-probability model: a Brier score against the actual outcome (over or under). Lower Brier means better calibration. The model's published per-league Brier figures range from approximately 0.18 (Bundesliga, Premier League) to 0.24 (lower-data leagues), well below the 0.25 random-guessing baseline.