actuary to analyze expansion
Posted: Wed Nov 19, 2014 9:02 am
We need a mathematician or an actuary that frequents this board to make the following determination
Take the top 10 basketball conferences and the schools that comprise these conferences and determine the optimum number of members in a imaginary conference with the goal to maximize the number of NCAA Tornament bids for this imaginary conference. Consider the low number of teams in the conference to be 10 and the max to be 18. Consider that the average W/L of the members in this imaginary conference to hbe the same as the avergage recorde of these 10 conferences.
This is the only way to find out if 10 members is better or worse than a higher number. Please lets not hear about the "fun" of having a "round robin", keep this argument out of the findings.
Any math majors here?
Take the top 10 basketball conferences and the schools that comprise these conferences and determine the optimum number of members in a imaginary conference with the goal to maximize the number of NCAA Tornament bids for this imaginary conference. Consider the low number of teams in the conference to be 10 and the max to be 18. Consider that the average W/L of the members in this imaginary conference to hbe the same as the avergage recorde of these 10 conferences.
This is the only way to find out if 10 members is better or worse than a higher number. Please lets not hear about the "fun" of having a "round robin", keep this argument out of the findings.
Any math majors here?