Post by GuyF on Feb 26, 2017 20:57:28 GMT -5
First, a couple notes. The sweep theory comes into play when the two teams are of "somewhat equal ability". With the parity in the MAAC, the range is a bit bigger this year. There is no real formula for "somewhat equal ability"--can use their seeds to a degree, RPI/Pomeroy to a degree, plus the eye test. Feel free to disagree/talk me out of including/not including certain matchups if you feel that strongly.
PIG
#6 Rider vs #11 Manhattan. Teams split.
#7 Canisius vs #10 Marist. Teams split.
#8 Quinny vs #9 Niagara. Quinny swept the Purps duing the year. Clearly these are equal teams, so sweep theory is in play.
Quarters
#4 Siena vs #5 Fairfield. Siena swept the Stags, and as a bonus they're at home. Sweep theory in play.
#3 Iona vs Rider/Manhattan. Iona and Rider split. Iona swept Manhattan but these teams aren't equal. No sweep theory.
#2 St Peters v Canisius/Marist. Cocks and Griffs split. Cocks swept Marist but these teams aren't equal. No sweep theory.
#1 Monmouth vs Quinny/Niagara. Monmouth swept both but they are not equals to the Hawks. No sweep theory.
Semis
Monmouth vs Siena/Fairfield. Hawks swept each. Siena is at home, so I would definitely count them as equal, and the sweep theory in play. Not sure about Monmouth-Fairfield. Since I am not sure, I am tempted to call them unequal, but we are talking about two non-PIG teams and if Fairfield wins "at Siena" they deserve credit. So, I am tempted to count it. Anyone disagree?
Iona/Rider vs St Peters/Canisius. Manhattan and Marist are not equal to either, if they get there. Iona swept St Peters, so the theory is in play. Canisius and Rider split. Iona and Canisius split. St Peters swept Rider--I think we have to count this as equal, and the theory would be in play. Anyone disagree?
Finals
We'll start with Monmouth, which split with St Peters but swept Iona. Siena and St Peters split, Siena and Iona split. Fairfield split with Iona. St Peters swept Fairfield, so the sweep theory is in play there. For our purposes, I'll include Rider and Canisius here too. Rider split with Monmouth and Siena but was swept by Fairfield--theory in play. Canisius was swept by Monmouth, but swept Siena (theory in play) and split with Fairfield.
So, there you have it. We have 2 examples at minimum. Let's see how it plays out.
PIG
#6 Rider vs #11 Manhattan. Teams split.
#7 Canisius vs #10 Marist. Teams split.
#8 Quinny vs #9 Niagara. Quinny swept the Purps duing the year. Clearly these are equal teams, so sweep theory is in play.
Quarters
#4 Siena vs #5 Fairfield. Siena swept the Stags, and as a bonus they're at home. Sweep theory in play.
#3 Iona vs Rider/Manhattan. Iona and Rider split. Iona swept Manhattan but these teams aren't equal. No sweep theory.
#2 St Peters v Canisius/Marist. Cocks and Griffs split. Cocks swept Marist but these teams aren't equal. No sweep theory.
#1 Monmouth vs Quinny/Niagara. Monmouth swept both but they are not equals to the Hawks. No sweep theory.
Semis
Monmouth vs Siena/Fairfield. Hawks swept each. Siena is at home, so I would definitely count them as equal, and the sweep theory in play. Not sure about Monmouth-Fairfield. Since I am not sure, I am tempted to call them unequal, but we are talking about two non-PIG teams and if Fairfield wins "at Siena" they deserve credit. So, I am tempted to count it. Anyone disagree?
Iona/Rider vs St Peters/Canisius. Manhattan and Marist are not equal to either, if they get there. Iona swept St Peters, so the theory is in play. Canisius and Rider split. Iona and Canisius split. St Peters swept Rider--I think we have to count this as equal, and the theory would be in play. Anyone disagree?
Finals
We'll start with Monmouth, which split with St Peters but swept Iona. Siena and St Peters split, Siena and Iona split. Fairfield split with Iona. St Peters swept Fairfield, so the sweep theory is in play there. For our purposes, I'll include Rider and Canisius here too. Rider split with Monmouth and Siena but was swept by Fairfield--theory in play. Canisius was swept by Monmouth, but swept Siena (theory in play) and split with Fairfield.
So, there you have it. We have 2 examples at minimum. Let's see how it plays out.