(1) After last year (where Illinois had to win two games in the finals despite having beaten Chicago in two out of three previous matches), it was stated that such a situation would be prevented this year. How? (2) According to your previous statements, in the power matching rounds, the 'performance index' you use to rank teams is: PI = (sum of opponent W/L records) - # of losses You then set matchups to minimize differences in PI and to ensure that there are no repeat matchups. This leads to an almost paradoxical result: a team that plays stronger opponents will have an inflated PI, while their opponents are *punished* by being saddled with the weaker team's *actual* record. Basically, this seems like trying to have it both ways--you're determining the matchups on one set of calculations, and scoring them on another. The net result is that teams are punished for something over which they have no control. [As an example, at last year's ICT, Caltech, with a 9-2 record, started ladder play 7th, while Princeton, with a 7-3 record, started 6th, partly because Caltech's record included a match against George Mason (2-9) because GMU's Friday night opponents included Michigan A *and* Illinois A.] The main reason I bring this up is because of the rather severe burden that even a one-position shift can have: a team that starts the ladder at 1 or 2 need only win two matches to reach the finals; 3 or 4 requires three wins; 5 or 6 requires a team to win all four of its matches; and for 7 and below, any hope of winning is gone. --STI
This archive was generated by hypermail 2.4.0: Sat 12 Feb 2022 12:30:43 AM EST EST