Changes

Jump to navigation Jump to search
no edit summary
Proposition 1 states that there exists a symmetric Nash equilbirum with each group's concession function described by <math>T(\theta)\,</math> where <math>T(\theta)\,</math> is implicitly defined by:
:<math>\underbrace{\underbrace{\left(-\frac{f(\theta)}{F(\theta)}\frac{1}{t'(\theta)}\right)}_{\mbox{1conditional probability that opponent concedes}}\underbrace{\frac{2 \alpha -1}{r}}_{\mbox{2gain if opponent concedes}}}_{\mbox{Abenefit of waiting another instant to concede}}= \underbrace{\gamma (\theta + \frac{1}{2} - \alpha)}_{\mbox{Bcost of waiting another instant to concede}}\,</math>
1 - conditional probability that opponent concedes
Anonymous user

Navigation menu