2023 CCG Scenarios
I usually don't post this thread until 3 weeks left, but figured I'd make a note now before necroing it in the middle of next month.
In light of the exploration of the ACC having three 12-0 teams, I thought it'd be worthwhile identifying the actual tie-breaking procedures for the conference and how the #1 and #2 teams are determined.
The tie-breakers for 2 or more teams boil down to:
1. head-to-head sweep
2. win% among ALL shared conference opponents
2b. go 1-by-1 down conference standings
3. conference wins by conference opponents
4. third party rating system
Three 12-0 teams naturally precludes any sweep or anything other than 100% among shared opponents, so the first relevant tie-breaker will be #3, conference wins by conference opponents.
Florida State, North Carolina, and Louisville are the teams who could simultaneously go 12-0. They all share Duke, Miami, and Pitt on their conference schedules, but have the following 5 'other' opponents.
FSU: BC, Clem, VT, Syr, WF (14 wins)
UNC: Syr, UVA, GT, Clem, NCSU (12 wins)
Lou: GT, BC, NCSU, VT, UVA (9 wins)
I've taken the liberty of listing the total number of wins those 5 teams have. Now, only conference wins will be taken into account, but I figured non-conference gives a bit larger sample size this early in the season.
The two teams with the highest numbers would be your two teams in Charlotte. Technically, the #1 team would first be chosen and then the other two teams would start back over at tie-breaker #1, but it'd still resolve to the records of the above 5 teams.
In the simulations I've run, 1 12-0 Louisville is ranked approximately #7 in such a scenario. With THREE teams beating up on the other ACC members, little is left for the Cards to hang their hats on. Note also this has, like, a 1 in 1000 chance of occurring, so it is more an academic exercise at this point.
The Big 12 tie-breaker is slightly different because it first goes 1-by-1 through common opponents before weighing all common opponents at once. Not sure who wrote that rule, because if you go 1-by-1 through the standings and no tied team has a superior record then there is no way looking at ALL those common opponents at once should make a difference.
The only functional difference to the ACC occurs when teams have 2 losses, one is 4-1 against common opponents while the other is 3-2 but the "best" common opponent happens to be the 1 the 4-1 team lost to while the 3-2 team defeated them. So... hardly a difference to write home about (yet here I am).
(This post was last modified: 10-02-2023 04:54 AM by Crayton.)
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