I suspect that UDT players always reach the Nash bargaining solution although I have no proof.
For this game I proved that there is a local maximum of the Nash product when 1 plays B with probability 3⁄8 and C with probability 5⁄8 and 2 plays Y. I’m not sure whether it’s global (can the Nash product have non-global local maxima?)
I suspect that UDT players always reach the Nash bargaining solution although I have no proof.
For this game I proved that there is a local maximum of the Nash product when 1 plays B with probability 3⁄8 and C with probability 5⁄8 and 2 plays Y. I’m not sure whether it’s global (can the Nash product have non-global local maxima?)