The various computer models that track college football don't talk to each other. If they did, they would be arguing about the winner of the Alabama vs. Georgia game. Based on six models discussed below, there is no consensus about Saturday night's winner.
No consensus suggests a game between two closely matched teams in which unpredictable variables, such as luck and bad officiating, can determine the winner.
Dozens of computer models calculate college football rankings and game predictions. The five most widely viewed as credible are: ESPN's FPI, Bill Connelly's SP+, Brian Fremeau's FEI, and the models produced by Jeff Sagarin and Kenneth Massey. Another model worth serious consideration is from the College Football Nerds.
Alabama vs. Georgia Score Predictions
Two key models predict a Georgia win, both by small margins. Bill Connelly's SP+ model projects the Bulldogs winning 30-27, with a win probability of 56%. Brian Fremeau's FEI model has Georgia winning 27.9 - 26.8.
Kenneth Massey's model has the Crimson Tide edging the Dawgs 33-31. Jeff Sagarin's model projects a stunning result: Alabama beating Georgia 38.87 - 28.35. The College Football Nerds' model has Alabama winning 35.1 - 30.1.
The ESPN FPI model publishes win probability without a score prediction. A calculation provided by ChatGPT converts the FPI's 52.6% probability of an Alabama Crimson Tide win into a projected score of Alabama 28 - Georgia 27.
Not all college football fans trust the accuracy of computer models. Some residual resistance remains from the BCS era, when six models were consistently used in the National Championship Game team selection process. Computer models have significantly improved, but they can still produce some head-shaking results. For example, the current Colley Matrix ranks the Crimson Tide as college football's No. 1 team and ranks Georgia as the nation's No. 13 team.
Alabama is again at the threshold of 'being back to what Alabama is supposed to be'. Can the Crimson Tide prove on Saturday that it is indeed college football's best team? Maybe, perhaps if ..., and I don't know are all valid answers.
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