(06-01-2022 12:31 PM)Crayton Wrote: (06-01-2022 07:04 AM)jimrtex Wrote: (05-31-2022 06:33 PM)Crayton Wrote: (05-31-2022 09:26 AM)jimrtex Wrote: Going back to the Pete Thamel article that triggered this thread, do you think that the SEC will adopt either of Thamel's proposals?
a. Regular season tournament. Let's say teams play 6 conference games to establish seedings. The 6 might include 3 permanent opponents, and the three schools which had not been played most recently (e.g. for Auburn, this might be Vanderbilt, Missouri, and Florida). Then play a full 16-team bracket including losers bracket so that all teams play 3 more games. The two teams that are 3-0 play in the CCG.
b. 8-team 3-round playoff after the regular season?
16 teams seems silly. I'll explore the 8 though. Among other things, 8 would require relocating the Iron Bowl and Egg Bowl to earlier in the season. The SEC-ACC games could actually keep their spot in a certain scenarios.
My first thought is "what playoff could you get if you predetermined all home teams?"
An 8-team playoff with these quarterfinals: #1 and #2 of Grp1 hosting #2 and #1 of Grp2 and the same for Grp3 and Grp4. The semifinals would then feature the winners of the Grp1/Grp2 games hosting the winners of Grp3/Grp4. The Championship would be in Atlanta.
The quarterfinals could be staggered between Thanksgiving weekend and the weekend before to allow the SEC-ACC games to continue in their spot. That'd necessitate EVERY SEC team to have an OOC rival/cupcake game one of those two weekends.
A "group" need not consist of permanent rivals or even teams that have played each other in the 6- or 7-game regular season, though a round-robin would give ALL teams a chance of playing each other prior to the SEC Championship. The #3 team in a group would be plum out of luck... which means pre-determining EVERY home site might not work.
Modifications?
Go to 9 SEC games and guarantee every team only 4 home games. This means you pre-designate 4 of the 16 SEC teams to host games each of the last two weeks and 'surprise' 4 teams with 5th home games each of those weeks too. You probably do qualification for the playoff by Top 8 and run only a minor risk of giving the same team a 5th AND 6th home conference game; seeding trickery (ostensibly to reduce rematches) can minimize this risk.
You could even supplement with NFL neutral sites so that college towns don't have to find the workforce to host a game on 6 days notice. There are plenty of such venues in the SEC footprint.
The reason for 16 is so that every team gets 12 regular season games. Otherwise you get teams with only 9 games. You could have a consolation bracket with the other 8 teams. In as sense it is an extend series of flex games.
If you have pre-arranged hosts, then you lose the reward for being higher seeded. You also have to figure out what to do if two visitors advance or two home teams advance.
I think there are really too many problems with this idea that Pete Thamel suggested. The schools prefer the certainty of scheduled games even if they are buy games against FCS schools. If they could get 9 home games by reducing the conference schedule to four games, they would do it.
The consolation bracket goes without saying. Everyone gets their 12 regular season games. I took Thamel’s 16 to mean Alabama plays Vanderbilt in the Sweet Sixteen. I’d rather utilize that game for one more “regular season” matchup.
With pre-arranged hosts, the bracket is built around that hosting schedule. This is similar to the World Cup where #1 and #2 from a group both advance but could only meet again in the Final. As you say, the advantage for a good record is reduced (the best team from one group plays the second best from another, but they both could be very good or both mediocre).
Certainty of home games OR a mostly-normal bracket is the choice for an in-season playoff. If they put forth such a plan I think both are viable scheduling structures and will repeat that augmenting the “mostly-normal” bracket with 1-3 neutral site games would help greatly.
Since you mentioned World Cup, consider this format. We create 4 groups of 4. In this example, I used seeding based on wins over the past 5 years:
Group A: Alabama, Florida, Kentucky, Vanderbilt
Group B: OU, Auburn, Missouri, Arkansas
Group C: Georgia, Texas, Mississippi State. Tennessee
Group D: LSU, Texas A&M, South Carolina, Ole Miss
We could also consider whether schools had played recently, which schools should play 5 home games this year (these schools would be placed in groups A and C, for reasons explained below), and consideration of reversing the home site from the last meeting.
If we added these additional constraints, Alabama, OU, Georgia, and LSU would still be the lead team in a group; Texas A&M, Texas, Auburn, and Florida in the next group, etc.
There are only 24^3 or 13,824 ways the groups can be arrange, so quite amenable to brute force calculation against the constraints. The teams in each group would be scheduled against each other, and have three other conference games scheduled, including any annual games. Ideally, the group games would be weeks 7-9, but this would not be imperative.
The Top 3 teams in each group would advance. They would be paired either A-B and C-D, or A-D and C-B (groups A and C will have five home games).
The schedule would be:
A1-B3
A3-B1
A2-B2
B2-A1
B1-A2
B3-A3
A1-B1
A2-B3
A3-B2
So the teams in Group A and Group B would know their home games in advance, and this would still be true if we paired A-D and C-B.
The game results between A1 and A2, A1 and A3, A2 AND A3 would carry forward. Those against A4 would not, except perhaps as part of a tie-breaker.
The pairing would take into account which teams had the best records after 6 weeks so that the winners of the two second-round groups would play in the CCG,
The fourth place teams would be placed in a consolation group.
A4-B4
C4-D4
D4-A4
B4-C4
A4-C4
B4-D4
This would cause C4 to lose a scheduled home game, and B4 to gain one.