Hardly a change since 11/30/2024 as the Committee largely reflects the AP poll, which we used on Sunday to project the final top 25.
We show SMU with around a 2.7% chance of staying in with a loss, giving Alabama a 97.4% chance of making it (and Indiana somehow a 99.9% chance as they get passed by the Tide once in 1,000 trials).
LW Rnk Team CFPC Conf Rec Playoff% %chg Champ% %chg 2 1. Oregon 1 *B10 12-0 100.0 +0.1 5.4 +1.1 3 2. Texas 2 *SEC 11-1 100.0 +1.0 23.2 +4.6 5 3. Notre Dame 4 Ind 11-1 100.0 +2.8 25.2 +8.5 6 4. Penn State 3 B10 11-1 >99.9 +2.9 3.6 +1.6 4 5. Georgia 5 SEC 10-2 >99.9 +2.8 6.3 -2.5 1 6. Ohio State 6 B10 10-2 100.0 +0.1 13.5 -11.6 9 7. SMU 8 *ACC 11-1 62.6 -1.7 2.4 +1.1 8 8. Tennessee 7 SEC 10-2 100.0 +25.5 5.6 +0.9 11 9. Indiana 9 B10 11-1 99.9 +23.0 4.8 +2.2 10 10. Alabama 11 SEC 9-3 97.4 +12.1 7.8 -1.0 12 11. Mississippi 13 SEC 9-3 0.0 -14.3 0.0 -1.5 7 12. Miami FL 12 ACC 10-2 0.0 -92.2 0.0 -3.8 13 13. Boise St 10 *MWC 11-1 62.8 -1.4 0.3 0.0 15 14. South Carolina 14 SEC 9-3 0.0 -0.3 0.0 0.0 16 15. Arizona St 15 B12 10-2 48.4 +14.1 0.5 +0.3 19 16. Iowa St 16 *B12 10-2 51.6 +36.9 0.7 +0.5 14 17. Brigham Young 18 B12 10-2 0.0 -45.0 0.0 -0.6 18 18. Clemson 17 ACC 9-3 40.1 +38.5 0.7 +0.7 24 19. Missouri 19 SEC 9-3 0.0 0.0 0.0 0.0 22 20. Colorado 23 B12 9-3 0.0 -0.1 0.0 0.0 21 21. UNLV 20 MWC 10-2 37.2 +30.7 0.0 0.0 25 22. Illinois 21 B10 9-3 0.0 0.0 0.0 0.0 40 23. Syracuse 22 ACC 9-3 0.0 0.0 0.0 0.0 17 24. Tulane -- AAc 9-3 0.0 -32.9 0.0 -0.5 23 25. Army 24 AAc 10-1 0.0 -0.2 0.0 0.0
But this isn't really what we want to see. All these positions are "super-positions" of where some of the teams would be if they win and lose at a certain rate. Penn State, for example, comes in at an average of #4, split between the times they win (where they might be #1) and when they lose (where they might be around #8). Texas? Between #1 and #6. Oregon between #1 and #3. Georgia could be anywhere from #2 to #7, maybe even #9. Note that Arizona State and Iowa State remain #15 and #16 because it's such a coin flip between the two. So let's make things more concrete. First, we'll have SMU lose a close game and see how Alabama's odds change:
Looks like Alabama's odds fall to 93.3%. They most often miss when Georgia loses to Texas, which makes sense: will the Committee keep not just one 3-loss SEC teams in the Playoff, but two?
LW Rnk Team Conf Rec Playoff% %chg Champ% %chg 11 9. Indiana B10 11-1 99.9 +23.0 4.8 +2.2 10 10. Alabama SEC 9-3 93.3 +8.0 7.8 -1.0 9 11. SMU *ACC 11-1 6.7 -57.6 0.1 -1.2
Ok that's interesting but what about all the other teams, where do they really finish? I'm not going to page through all of the possibilities between the five games (32 permutations) not to mention what if one team blows out the other (now that's about 4 results for each game instead of 2, making for 1024 possibilities). But here's what we see if the favorites win:
1. Oregon 13-0 2. Texas 12-1 3. Notre Dame 11-1 4. SMU 12-1 5. Ohio State 10-2 6. Penn State 11-2 7. Tennessee 10-2 8. Georgia 10-3 9. Indiana 11-1 10. Boise St 12-1 11. Alabama 9-3 12. Mississippi 9-3 13. Miami FL 10-2 14. Iowa St 11-2 15. South Carolina 9-3 16. Brigham Young 10-2 17. Arizona St 10-3 18. Missouri 9-3 19. Clemson 9-4 20. Colorado 9-3 21. Illinois 9-3 22. Syracuse 9-3 23. UNLV 10-3 24. Tulane 10-3 25. Louisiana-Lafayette 11-2
Oregon of course is #1 and Texas remains #2, with Notre Dame moving into #3 while SMU takes the #4 spot at 12-1. Penn State falls to #6 just below Ohio State which makes sense as the Buckeyes beat the Nittany Lions. Georgia does fall below Tennessee when they beat the Vols so that might not happen. Also it's doubtful Ole Miss will pass Miami. The rest stays the same in the top ranks from the Committee's rankings. Then Iowa State moves up to #14, Clemson drops back a bit to #19, Tulane does come in at #24 with Army dropping out altogether, and Memphis replaced by Louisiana-Lafayette (who wins the Sun Belt). Memphis might just be #24 and Tulane #25 in that case, but we're not too worried about the whole top 25.
Now if all the favorites win, but SMU loses, the Mustangs end up #11 almost all the time, that's the key takeaway. The 6.7% is for all scenarios, and with this being the most common scenario that number is probably reduced quite a bit.
Comments