In some nonmonetized noncooperative games, both the domains and the ranges of payoff functions may be preordered sets instead of posets; that is, some different elements in the domain or in the range may be order-indifferent or order-equivalent.
By contrast, in situations with low ambiguity, where negotiators understand the range of possible payoffs and agree on standards for distributing value, outcomes are less likely to reflect gender triggers.
We obtain a characterization of incentive compatibility based on the Mirrlees representation of the indirect utility and a monotonicity condition on the allocation rule, which pin down the range of possible payoffs as a function of the allocation rule.
This is certainly an striking result, as it means that there is a wide range of game payoffs in which the population ends up in a mixed-strategy or polymorphic state, without converging to one of the two Nash (also evolutionary) equilibria of the basic game.
Very recently, a special class of generalized Nash equilibriums in which the noncooperative games possess strategies as subsets of vector spaces and the ranges of the payoff functions as partially ordered sets (posets) was examined by many researchers, for example, Carl et al. [2], Li et al. [3 5] and Xie et al. [6, 7].
In the present study, human participants engaged in an ecologically valid artifact-design task with the opportunity to engage in a range of social learning strategies: payoff bias, conformity, averaging and random copying.
There are all kinds of payoffs to this approach.
How do they resist the temptation of payoffs in politics?
Absolute values of payoffs will not alter the game itself.
