Charlton 2-0 Bolton – Result & Analysis

Poisson model rates Charlton at 37%, yet the head-to-head data favours Bolton — this Charlton vs Bolton fixture contains genuine analytical tension.

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Analysis & Preview

Bolton travel to The Valley to take on Charlton in League One (matchday 3). The game is scheduled for Saturday 24 August 2024 at 16:00 UK time.

Form Analysis

Looking at their last 10 matches, Charlton stand at 3W 6D 1L — 1.50 PPG. Last five: D D L W W. They are averaging 1.00 goals per game and conceding 0.80 — a modest attacking output that tempers optimism on the Over 2.5 market. Defensively, conceding just 0.80 per game is an exceptional defensive record. 3 clean sheets from 10 outings (30%). Both teams have scored in 60% of their games — a high BTTS rate that carries real weight in the goals markets.

Charlton's home record over their last 10 home games: 3W 5D 2L (1.40 PPG). At home they are averaging 1.20 goals scored and 1.10 conceded per game. BTTS has landed in 60% of their home matches — a rate that supports the Yes angle in this fixture.

Bolton — last 10 games: 4W 4D 2L — 1.60 PPG. Last five: W L L W D. They are scoring at 1.70 per game and conceding 1.30. 3 clean sheets from 10 outings (30%). Both teams have scored in 60% of their games — a noteworthy BTTS rate that supports the Yes market.

On the road, Bolton have gone 3W 4D 3L in their last 10 away fixtures (1.30 PPG). Away from home they average 1.50 goals scored and 1.50 conceded per game. BTTS has landed in 60% of their away games — meaningful support for the Yes angle in this specific context.

There is minimal separation in the form figures — Charlton at 1.50 PPG versus Bolton's 1.60. The form guide is not providing a strong directional steer; the model and market data will carry more weight in the final assessment.

The BTTS market is worth targeting here. Both teams have scored in 60% of Charlton's games and 60% of Bolton's (from Charlton's last 10 home games and Bolton's last 10 away games) — both sides above the 60% threshold gives BTTS Yes firm statistical grounding.

H2H

Despite the home advantage, Bolton have the better record in our head-to-head data — 5 wins from 6 H2H matches against 0 for Charlton.

These two sides have produced goals at a healthy rate, averaging 3.8 per game across the 6 H2H matches we hold. That scoring profile supports the Over 2.5 angle. The most recent of those, on 17 Feb 2024, ended Charlton 3–3 Bolton — a draw.

The H2H data backs the away side. Bolton have won 5 of 6 H2H matches, and at 3.8 goals per game the goals market also points upward — the away win and Over 2.5 combination has a head-to-head case.

In-Play Data

Charlton trading profile (last 48 games, 24 of them at home): at least one goal arrives before half-time in 75% of their matches in home games; when goalless at HT, a second-half goal follows 77% of the time; two or more arrive in the second half on 54% of those occasions; of the 12 games they led at half-time, they failed to win 58%; of the 15 games they trailed at half-time, they recovered to draw or win 53%; BTTS occurs in 71% of their matches (home games); Over 2.5 goals lands in 62% of games (home games).

Bolton trading profile (last 48 games, 24 of them away): at least one goal arrives before half-time in 58% of their matches in away games; when goalless at HT, a second-half goal follows 79% of the time; of the 11 games they trailed at half-time, they recovered to draw or win 54%; BTTS occurs in 50% of their matches (away games); Over 2.5 goals lands in 42% of games (away games); Over 3.5 in 35%.

From a combined perspective, both sides have high BTTS rates — Charlton 71% and Bolton 54% — which reinforces the BTTS Yes angle from in-play data. The over/under 2.5 picture is inconclusive from the in-play data (Charlton 50% | Bolton 50%). There is an in-play dynamic worth noting: Charlton surrender their half-time lead 58% of the time, while Bolton have come from behind at the break to draw or win in 54% of cases — a combination that makes laying the hosts at HT a potential angle.

Poisson Model

The Poisson distribution model projects Charlton 1.23 xG and Bolton 1.21 xG. These expected goals figures are the primary input: they feed a goal-probability matrix across all scoreline combinations to derive the result and market probabilities below. Underlying strength ratings: Charlton attack 1.012 / defence 0.882 | Bolton attack 1.120 / defence 0.984. League average goals — home 1.237 / away 1.221. Data: built from Charlton's last 48 games and Bolton's last 48. Some of those games are older results, so treat these probabilities as directional rather than precise.

Result probabilities: Charlton 37% | Draw 27% | Bolton 36%. Fair-value odds: Charlton 2.71 | Draw 3.65 | Bolton 2.81. This is a low-confidence result — no outcome reaches 45%. The draw at 27% is a primary outcome, not an afterthought.

Goals markets: Over 2.5 probability 44% | BTTS Yes probability 50% | Total xG 2.44. Under 2.5 has a narrow probability edge at 56% — total xG of 2.44 is below the line but not decisively so. BTTS Yes at 50% is only a slight lean — neither team is projected to score with enough certainty to make Yes a clear standalone call.

Summary & Verdict

The Poisson model's primary lean is Charlton at 37% — marginal model lean. With a 27% draw probability, Draw No Bet on Charlton offers a more defensible entry point than the straight win. The opposing side holds a 36% win probability per the model — this is not a banker and should be staked accordingly.

On the goals line, Poisson's 2.44 combined xG gives a 56% probability to Under 2.5 — low conviction — though the H2H data averaging 3.8 goals per game across 6 H2H matches points the other way.

Poisson assigns a 50% probability to BTTS No based on the attack/defence strength model. This conflicts with form data — both teams scored in: Charlton 60% (last 10 home games) | Bolton 60% (last 10 away games), a notable divergence.

The Poisson model's sample (Charlton 48 games, Bolton 48) includes some older results, so its projections carry extra uncertainty — weight recent form and the odds accordingly.

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