Or maybe allocate grants according to a ranked preference vote of the three fund managers, plus have them all individually and publicly write up their reasoning and disagreements?
Serious question: What do you think of N fund managers in your scenario?
Allocating grants according to a ranked preference vote of an arbitrary amount of people (and having them write up their arguments); what is the optimal number here? Where is the inflection point where adding more people decreases the quality of the grants?
On tertiary reading I somewhat misconstrued “three fund managers” as “three fund managers per fund” rather than “the three fund managers we have right now (Nick, Elie, Lewis)”, but the possibility is still interesting with any variation.
That’s a good question. I did intend “three fund managers” to mean “the three fund managers we have right now”, but I could also see the optimal number of people being 2-3.
Serious question: What do you think of N fund managers in your scenario?
I don’t understand the question.
Allocating grants according to a ranked preference vote of an arbitrary amount of people (and having them write up their arguments); what is the optimal number here? Where is the inflection point where adding more people decreases the quality of the grants?
On tertiary reading I somewhat misconstrued “three fund managers” as “three fund managers per fund” rather than “the three fund managers we have right now (Nick, Elie, Lewis)”, but the possibility is still interesting with any variation.
That’s a good question. I did intend “three fund managers” to mean “the three fund managers we have right now”, but I could also see the optimal number of people being 2-3.