RPI Top 20

[GoneGolfin]

thanks Brian, so as of today 46-0 does not get them a national seed. sad.

Keep in mind that finishing outside of the Top 8 RPI does not necessarily mean they would not earn a national seed. No doubt in my mind an undefeated record would earn them a national seed.

after louisiana finishes sun belt play including post season could you please post what their final rpi would have been if they would have gone 53-0.

Certainly.

after beating arizona state, michigan and other post season teams, that is really shocking and unfair. to think that we could run the table and have a ooc rpi of 3 and still not be a national seed is criminal. thanks for all you do.

Arizona State was certainly an elite win and quite impressive. Cal and Arizona State are playing like the two best teams in the country. Cal is scary good. It will be interesting to watch Cal and Arizona State face off.

Michigan is really having a down year. They were playing better ball earlier in the year when the Cajuns played them. They simply look punchless over the last several weeks and in my mind are not a Top 25 team (and are outside the RPI Top 25, though the polls have them ranked). As we speak, they are struggling at home with an Eastern Michigan team they have defeated 31 consecutive times ... 2-2 B8th.

The Cajuns really need some of the teams they beat to move into the RPI Top 25 ... such as Georgia Tech, Michigan, Mississippi State, Tulsa, etc. It will be difficult to qualify for a national seed with an RPI of around 12 if you are only 1-0 vs. the RPI Top 25.

Brian

[GoneGolfin]

Overall RPI Top 20 (with Adjusted RPI values)

#1 California (.7307)
#2 Arizona State (.7137)
#3 Alabama (.7080)
#4 Texas (.6892)
#5 Oklahoma (.6890)
#6 Tennessee (.6866)
#7 Oregon (.6831)
#8 Florida (.6758)
#9 Texas A&M (.6710)
#10 Arizona (.6679)
#11 Louisville (.6650)
#12 Louisiana (.6640)
#13 UCLA (.6545)
#14 Georgia (.6541)
#15 Washington (.6529)
#16 Florida State (.6479)
#17 Missouri (.6450)
#18 Hawaii (.6433)
#19 South Florida (.6382)
#20 LSU (.6267)

Through Wednesday's games, the Cajuns have seen their Adjusted RPI increase from .6640 (beginning of week) to .6650.

In and of itself, sweeping ULM (#149, 23-22) this weekend will result in a very small drop in the Cajuns' Adjusted RPI ... from .6649 at present to .6638. ULM's OWP entering the Cajun series is a paltry .4611. Playing three games against the Cajuns takes their OWP all the way up to .4921 (which becomes ULM's OOWP contribution to UL). ULM's RPI will rise significantly this weekend, even by losing all three games.

South Alabama really needs to remain in the Base RPI Top 50. South Alabama entered the week at #50 in the Base RPI, a mere .0003 ahead of #51 Radford ... .5594 vs. .5591. Georgia Southern is immediately ahead of South Alabama at #49 with a .5662 Base RPI. South Alabama being in the Base RPI Top 50 is worth .0039 to the Cajuns' Adjusted RPI.

... and if you have not noticed, Louisville, at #11 last week (.6650), nearly got run-ruled by Tennessee last night and plays a three-game set at St. John's this weekend (#121, 22-30). This is one of those situations where the Cajuns playing the lower ranked RPI team will be more beneficial to them than St. John's will be to Louisville.

Non-Conference RPI Top 20 (with Adjusted RPI values)

#1 Alabama (.6944)
#2 Texas (.6834)
#3 Louisiana (.6762)
#4 Louisville (.6640)
#5 California (.6639)
#6 Hawaii (.6582)
#7 Washington (.6555)
#8 Oregon (.6552)
#9 Tennessee (.6486)
#10 Florida (.6481)
#11 Arizona State (.6445)
#12 Texas A&M (.6428)
#13 South Florida (.6425)
#14 Arizona (.6411)
#15 Oklahoma (.6393)
#16 Georgia (.6346)
#17 UCLA (.6292)
#18 Florida State (.6265)
#19 Michigan (.6232)
#20 Syracuse (.6141)

The Cajuns' NC RPI is now .6774, from .6762.

Brian

[Turbine]

Thanks Brian.

Q Lets say you play two teams with the exact same metrics . . . Does playing a team 3 times as opposed to only once make a big difference in the end?

[GoneGolfin]

Thanks Brian.

Q Lets say you play two teams with the exact same metrics . . . Does playing a team 3 times as opposed to only once make a big difference in the end?

Certainly. Each OWP and OOWP contribution is weighted by the number of games played vs. that opponent.

Brian