So, you're saying your a lammies fan?CSU is suddenly not sucking, and their schedule is favorable to end the season. They might end up being a better win than we thought it might be.
CSU is suddenly not sucking, and their schedule is favorable to end the season. They might end up being a better win than we thought it might be.
So, you're saying your a lammies fan?
So, you're saying your a lammies fan?
I prefer the current method. I dont wamt teams in the tournament who are 3 games over .500 but beat 2 top ten teams.I took a look at current RPI to see just how much it differs from NET. It's significant.
Here's just the Pac-12:
Arizona: #8 NET / #17 RPI
Colorado: #17 / #16
Oregon: #18 / #11
Stanford: #23 / #52
USC: #45 / #25
Washington: #53 / #81
Arizona State: #57 / #46
Oregon State: #78 / #120
Utah: #81 / #74
Washington State: #109 / #81
UCLA: #110 / #127
Cal: #146 / #107
I actually think RPI may have been a more accurate representation of these teams based on what they've done so far.
I'm also finding myself coming around to the way Jay Bilas looks at things. If we want the best possible tournament, focus on who a team beat more than worrying so much about their bad losses. If you have beaten a team that's a top 4 seed, I'll choose you on the bubble over a team with a better record that didn't beat anyone notable and has a lot of "quality" wins over NIT level teams. And I certainly don't give much credit for losing to good teams (in CU's case, anyone could get blown out at Kansas and Arizona so who cares that they were on the schedule).
They're both bad on that, but NET may be worse this year. NET is loving every B1G team that has a winning record. Hell, 11-10 Minnesota is at #44.I prefer the current method. I dont wamt teams in the tournament who are 3 games over .500 but beat 2 top ten teams.
Disagree. I’d much rather a team that’s shown it can beat a top 10 team and cause more madness than some team that’s won a bunch against worse opponents and can’t pull an upset.I prefer the current method. I dont wamt teams in the tournament who are 3 games over .500 but beat 2 top ten teams.
I want teams in that have proven they can win multiple games in a row. 25+ win teams get my benefit of the doubt if their NET is halfway decent.Disagree. I’d much rather a team that’s shown it can beat a top 10 team and cause more madness than some team that’s won a bunch against worse opponents and can’t pull an upset.
Edit: but like Buffnik said, don’t reward teams for getting a loss to really good teams. Anyone can schedule a team and get blown out. Win percentage vs top teams should matter.
I took a look at current RPI to see just how much it differs from NET. It's significant.
Here's just the Pac-12:
Arizona: #8 NET / #17 RPI
Colorado: #17 / #16
Oregon: #18 / #11
Stanford: #23 / #52
USC: #45 / #25
Washington: #53 / #81
Arizona State: #57 / #46
Oregon State: #78 / #120
Utah: #81 / #74
Washington State: #109 / #81
UCLA: #110 / #127
Cal: #146 / #107
I actually think RPI may have been a more accurate representation of these teams based on what they've done so far.
I'm also finding myself coming around to the way Jay Bilas looks at things. If we want the best possible tournament, focus on who a team beat more than worrying so much about their bad losses. If you have beaten a team that's a top 4 seed, I'll choose you on the bubble over a team with a better record that didn't beat anyone notable and has a lot of "quality" wins over NIT level teams. And I certainly don't give much credit for losing to good teams (in CU's case, anyone could get blown out at Kansas and Arizona so who cares that they were on the schedule).
They get chances, for the most part. For example, we've got Saint Mary's this year. They're good. They're always good. Sitting at 19-5 with some good wins but no great wins. They also lost to both Cal and ASU. I can't put them in for that even though I expect them to have 25+ wins once the WCC tourney is done.The issue with this is it can punish good teams that didn’t get a chance to play those top teams. If we’re picking between teams from major conferences, absolutely, show me you can beat top teams. But everyone knows high major teams won’t schedule good Mid-Majors. Gonzaga had to be great for like 10 straight years before they started getting high majors to play them regularly.
I do if it means that I can drive thereUgh, I don't want the 5 seed.
Ugh, I don't want the 5 seed.
I would rather be a 6 for sureExactly ... the 5th seed is often death.
Yes, but that also makes the #13 line the best of the mid-major champs from the 1-bid leagues. That's a tough game against a team that is very accustomed to winning and enters the tournament with a ton of confidence. I'll take the 5 seed. Especially since I'd much rather go through a 4 than a 3 to make the Sweet 16.The At-large bids end at the #12 seeds. The gap between #12 and #13 seeds is the biggest between any two adjacent seeds; ergo, the probability of winning in round 1 gets the biggest jump when you go from a #5 to a #4.
In any case, winning out should net us a #2 seed, so whatever.
Sure, #5 > #6, but still #4 > #5Yes, but that also makes the #13 line the best of the mid-major champs from the 1-bid leagues. That's a tough game against a team that is very accustomed to winning and enters the tournament with a ton of confidence. I'll take the 5 seed. Especially since I'd much rather go through a 4 than a 3 to make the Sweet 16.
Which was my entire point.Sure, #5 > #6, but still #4 > #5
From this dataset of 34 years of tourney results:
Chance of going to Sweet 16
#1 = 85.3%
#2 = 62.5%
#3 = 50.7%
#4 = 46.3%
#5 = 33.8%
#6 = 31.6%
That's a teeny jump from 5 to 6, and a sizeable jump from 5 to 4.
#5's won 51% of their games in the second round (proper second round, not counting play-in round as 1), while 59% of #4's won their second round games.
The gap really comes from #4's winning their first round game 79% of the time compared to 65% for #5's
Meanwhile #6's win 50% of their second rounders, very similar to the #5's
Which was my entire point.
Folks were worried about a 5-seed because of the rep it has and were saying they would prefer a 6-seed. I posted the data showing that is wrong - 5 is better.
And then I finished my post by saying that we'd much rather have a 4 or 3 because those seed matchups are very friendly.