WC 2026 · Forecasting Oxford Football Forecasting
🇯🇵 Japan AFC Elo 1,906 · world 11th
48 / 29 / 23 win · draw · win most likely 1–1
🇸🇪 Sweden UEFA Elo 1,712 · world 53rd
Group
F
Date
Thursday 25 June 2026
Kick-off
23:00 UTC
Venue
Dallas Stadium, Arlington

Fig. V7 Ensemble · Group F

Japan v Sweden — scoreline probabilities

0 Japan 0–0 Sweden · 11.10% 11 Japan 0–1 Sweden · 7.89% 7.9 Japan 0–2 Sweden · 4.00% 4.0 Japan 0–3 Sweden · 1.19% 1.2 Japan 0–4 Sweden · 0.27% Japan 0–5 Sweden · 0.05% Japan 0–6 Sweden · 0.01% Japan 0–7 Sweden · 0.00% 24% 1 Japan 1–0 Sweden · 13.18% 13 Japan 1–1 Sweden · 13.61% (most likely) 14 Japan 1–2 Sweden · 5.62% 5.6 Japan 1–3 Sweden · 1.67% 1.7 Japan 1–4 Sweden · 0.37% Japan 1–5 Sweden · 0.07% Japan 1–6 Sweden · 0.01% Japan 1–7 Sweden · 0.00% 35% 2 Japan 2–0 Sweden · 9.93% 10 Japan 2–1 Sweden · 8.85% 8.9 Japan 2–2 Sweden · 3.94% 3.9 Japan 2–3 Sweden · 1.17% 1.2 Japan 2–4 Sweden · 0.26% Japan 2–5 Sweden · 0.05% Japan 2–6 Sweden · 0.01% Japan 2–7 Sweden · 0.00% 24% 3 Japan 3–0 Sweden · 4.65% 4.6 Japan 3–1 Sweden · 4.14% 4.1 Japan 3–2 Sweden · 1.85% 1.8 Japan 3–3 Sweden · 0.55% 0.5 Japan 3–4 Sweden · 0.12% Japan 3–5 Sweden · 0.02% Japan 3–6 Sweden · 0.00% Japan 3–7 Sweden · 0.00% 11% 4 Japan 4–0 Sweden · 1.63% 1.6 Japan 4–1 Sweden · 1.45% 1.5 Japan 4–2 Sweden · 0.65% 0.6 Japan 4–3 Sweden · 0.19% Japan 4–4 Sweden · 0.04% Japan 4–5 Sweden · 0.01% Japan 4–6 Sweden · 0.00% Japan 4–7 Sweden · 0.00% 4% 5 Japan 5–0 Sweden · 0.46% Japan 5–1 Sweden · 0.41% Japan 5–2 Sweden · 0.18% Japan 5–3 Sweden · 0.05% Japan 5–4 Sweden · 0.01% Japan 5–5 Sweden · 0.00% Japan 5–6 Sweden · 0.00% Japan 5–7 Sweden · 0.00% 1% 6 Japan 6–0 Sweden · 0.11% Japan 6–1 Sweden · 0.10% Japan 6–2 Sweden · 0.04% Japan 6–3 Sweden · 0.01% Japan 6–4 Sweden · 0.00% Japan 6–5 Sweden · 0.00% Japan 6–6 Sweden · 0.00% Japan 6–7 Sweden · 0.00% 0% 7 Japan 7–0 Sweden · 0.02% Japan 7–1 Sweden · 0.02% Japan 7–2 Sweden · 0.01% Japan 7–3 Sweden · 0.00% Japan 7–4 Sweden · 0.00% Japan 7–5 Sweden · 0.00% Japan 7–6 Sweden · 0.00% Japan 7–7 Sweden · 0.00% 0%

Cells show P(exact scoreline); the right column and bottom row are the marginal totals P(Japan scores k) and P(Sweden scores k). Grid runs 0–7 goals per side; the 8–10-goal tail holds 0.01% of the mass and is omitted from the cells (not from the totals).

The grid makes Japan favourites at 48.0%, with a 29.2% draw. The single most-likely scoreline is 1–1 (13.6%), but no exact score clears 14% — the distribution is broad, as it should be.

Source · Oxford Football Forecasting model

Win · draw · loss

🇯🇵 Japan 48% Draw 29.2% 🇸🇪 Sweden 22.8%

Rounded values sum to exactly 100%.

Expected goals (λ)

🇯🇵Japan 1.40
🇸🇪Sweden 0.89

Poisson means feeding the grid; combined expected goals 2.30.

40.3% Over 2.5 goals P(3 or more goals in the match)
59.7% Under 2.5 goals complement of over-2.5
45.5% Both teams to score P(each side scores ≥ 1)
1–1 Most-likely scoreline modal exact score · 13.6%
AT&T Arlington, USA
Heat index 45°C apparent temperature (June–July)
Max temperature 35°C June–July daily high
Humidity 62% relative humidity
Altitude 177m above sea level

Source · Open-Meteo & venue records. Travel and time-zone exposure are per-team — see each side's dossier.

1,906 Elo rating 1,712
2.20 Recent NT form 1.40
€384M Squad value €414M
0.208 Squad form (global) 0.204
0.753 Fitness readiness 0.741
−0.19 Decoupling g +0.41

Japan carry the Elo edge (194 points). On the decoupling axis, Sweden is the side whose squad is valued higher relative to its record.

How a single-match forecast is built

The pairing is scored by the ensemble — Dixon-Coles bivariate-Poisson, the Bayesian hierarchical model and the global LightGBM-Poisson, log-pooled — yielding the 11×11 scoreline grid above. Win/draw/loss, expected goals (λ), over-2.5 and both-teams-to-score are all marginals of that one grid, so they are mutually consistent by construction. The strength inputs shown here feed the models; the forecast is their pooled output, not a manual weighting of these rows. The model matches the market out-of-sample (RPS 0.1891 vs 0.1905); it does not significantly beat it at n = 3. The ensemble, in full →