Let's say you have a team of eight players, with the following Fargo ratings:
- 400, 425, 450, 475, 500, 525, 550, 575
You are charged with scheduling two matches against teams with players who have the following ratings:
- Team A: 500, 500, 525, 525
- Team B: 400, 400, 425, 425
Matches consist of 16 games, with each of your players contesting one game against the four opposing players. You have to assign each of your eight players to go up against either Team A or Team B, with the goal of maximizing the number of expected wins across the two matches. What do you do?
Some possible strategies:
- Play your best players against the best team and your worst players against the worst team
- Play your worst players against the best team and your best players against the worst team
- Mix it up, it doesn't really matter
- Something else
It turns out there is a single best lineup but I'll wait for a little discussion before posting it.
- 400, 425, 450, 475, 500, 525, 550, 575
You are charged with scheduling two matches against teams with players who have the following ratings:
- Team A: 500, 500, 525, 525
- Team B: 400, 400, 425, 425
Matches consist of 16 games, with each of your players contesting one game against the four opposing players. You have to assign each of your eight players to go up against either Team A or Team B, with the goal of maximizing the number of expected wins across the two matches. What do you do?
Some possible strategies:
- Play your best players against the best team and your worst players against the worst team
- Play your worst players against the best team and your best players against the worst team
- Mix it up, it doesn't really matter
- Something else
It turns out there is a single best lineup but I'll wait for a little discussion before posting it.