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Post by HawaiiVB on Nov 28, 2015 21:57:36 GMT -5
okay I'll wait for tomorrow.
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trojansc
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Post by trojansc on Nov 28, 2015 22:01:28 GMT -5
Baylor just swept Kansas State. Makes things a little difficult
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Post by The Bofa on the Sofa on Nov 28, 2015 22:01:10 GMT -5
And what is Hawai'i's percentage ? I only ran a sample bracket of 16. If you have a bracket you'd like me to run, I'd be happy to do so. But we'll get the official bracket tomorrow. I don't understand why you are "running a sim." If you have probabilities, calculating the probabilities analytically is pretty easy for a 16 team bracket. Come this week, I will be calculating final four probabilities for all 64 teams. It's pretty straight-forward.
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bluepenquin
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Post by bluepenquin on Nov 28, 2015 22:11:54 GMT -5
Baylor just swept Kansas State. Makes things a little difficult I would suggest that if they are going to look at RPI after all games are complete - there is no way K-State gets a bid. As for Baylor - the RPI will be there, but can only hang their hat on a road win against Dayton? Probably the best result for other bubble teams.
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Post by octonion on Nov 28, 2015 22:26:55 GMT -5
I only ran a sample bracket of 16. If you have a bracket you'd like me to run, I'd be happy to do so. But we'll get the official bracket tomorrow. I don't understand why you are "running a sim." If you have probabilities, calculating the probabilities analytically is pretty easy for a 16 team bracket. Come this week, I will be calculating final four probabilities for all 64 teams. It's pretty straight-forward. I'm not running a sim, but people understand the word "sim" and not so much "discrete conditional inner product".
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Post by n00b on Nov 28, 2015 22:36:15 GMT -5
I don't understand why you are "running a sim." If you have probabilities, calculating the probabilities analytically is pretty easy for a 16 team bracket. Come this week, I will be calculating final four probabilities for all 64 teams. It's pretty straight-forward. I'm not running a sim, but people understand the word "sim" and not so much "discrete conditional inner product". I Googled "discrete conditional inner product" and there were zero results. So people don't know what it means for good reason.
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Post by TuesdayGone on Nov 28, 2015 23:26:47 GMT -5
Really hoping for #4 and #5 seeds to be Washington and Nebraska
Is that possible/likely?
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bluepenquin
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Post by bluepenquin on Nov 28, 2015 23:35:15 GMT -5
So is it likely that Washington and Wisconsin are in same region with #4 and #5 seeds? Washington and Wisconsin are my 2 picks to win the national championship..... I think Washington is the best team in country and Wisconsin is arguably playing the best vb in the big ten right now. I would think that Wisconsin, Washington, & Nebraska will be the 4/5/6 (no idea which order) - but the committee is usually pretty good for surprises.
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Post by octonion on Nov 28, 2015 23:57:46 GMT -5
I'm not running a sim, but people understand the word "sim" and not so much "discrete conditional inner product". I Googled "discrete conditional inner product" and there were zero results. So people don't know what it means for good reason. That's just my description. You're calculating game outcome probabilities and percolating up the tournament tree. The algorithm is relatively simple - my code is here: github.com/octonion/volleyball-w/blob/master/ncaa_pbp/tournament/update_round.sql
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Post by huskerjen on Nov 28, 2015 23:58:44 GMT -5
So is it likely that Washington and Wisconsin are in same region with #4 and #5 seeds? Washington and Wisconsin are my 2 picks to win the national championship..... I think Washington is the best team in country and Wisconsin is arguably playing the best vb in the big ten right now. I would think that Wisconsin, Washington, & Nebraska will be the 4/5/6 (no idea which order) - but the committee is usually pretty good for surprises. I think with the PSU sweep Nebraska will now get the #4. You had both Nebraska and Wisconsin tied at #4 for RPI given both their wins, correct?
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Post by lionsfan on Nov 28, 2015 23:59:41 GMT -5
Austin: 1. Texas, 2. Texas A&M, 3. Penn State, 4. Hawaii San Diego: 1. Southern Cal, 2. Kansas, 3. Stanford, 4. BYU Lexington: 1. Minnesota, 2. Washington, 3. UCLA, 4. Ohio State Des Moines: 1. Nebraska, 2. Wisconsin, 3. Florida, 4. Missouri
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Post by huskerjen on Nov 29, 2015 0:03:12 GMT -5
Austin: 1. Texas, 2. Texas A&M, 3. Penn State, 4. Hawaii San Diego: 1. Southern Cal, 2. Kansas, 3. Stanford, 4. BYU Lexington: 1. Minnesota, 2. Washington, 3. UCLA, 4. Ohio State Des Moines: 1. Nebraska, 2. Wisconsin, 3. Florida, 4. Missouri Austin: 1. Texas, 2. Washington, 3. UCLA, 4. Hawaii San Diego: 1. Southern Cal, 2. Kansas, 3. Stanford, 4. BYU Lexington: 1. Minnesota, 2. Texas A&M, 3. Penn State, 4. Ohio State Des Moines: 1. Nebraska, 2. Wisconsin, 3. Florida, 4. Missouri
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Post by spikerthemovie on Nov 29, 2015 0:03:53 GMT -5
I would think that Wisconsin, Washington, & Nebraska will be the 4/5/6 (no idea which order) - but the committee is usually pretty good for surprises. I think with the PSU sweep Nebraska will now get the #4. You had both Nebraska and Wisconsin tied at #4 for RPI given both their wins, correct? If that is the scenario, it's very hard to believe the committee won't take a long look at the Wisconsin victory over Nebraska at Nebraska and seed Wisconsin higher.
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Post by huskerjen on Nov 29, 2015 0:16:16 GMT -5
I think with the PSU sweep Nebraska will now get the #4. You had both Nebraska and Wisconsin tied at #4 for RPI given both their wins, correct? If that is the scenario, it's very hard to believe the committee won't take a long look at the Wisconsin victory over Nebraska at Nebraska and seed Wisconsin higher. In the end it's not going to matter who's 4/5. Same location, same opponent to get into the final 4.
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Post by badgerbreath on Nov 29, 2015 0:18:58 GMT -5
I think with the PSU sweep Nebraska will now get the #4. You had both Nebraska and Wisconsin tied at #4 for RPI given both their wins, correct? If that is the scenario, it's very hard to believe the committee won't take a long look at the Wisconsin victory over Nebraska at Nebraska and seed Wisconsin higher. I asked BP this a while back. Wisconsin will have a higher RPI, I believe. But we know they don't seed strictly by RPI. I am guessing that the badgers get seeded below Neb, who finished third in the B1G and also finished strong, and Washington who are in a virtual tie for first of the Pac12. That would put them at 6...in line to play who ever is the third seed. I'm also not entirely sure of the order of the top three seeds, but I'm guessing Texas will be 3rd.
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