Monotone bargaining is Nash-solvable.
Vladimir GurvichGleb A. KoshevoyPublished in: Discret. Appl. Math. (2018)
Keyphrases
- bargaining solution
- fixed point
- utility function
- game theory
- logical properties
- game theoretic
- belief revision
- special case
- nash equilibrium
- social welfare
- np complete
- solution concepts
- np hard
- max min
- nash equilibria
- decision makers
- computational complexity
- boolean functions
- incomplete information
- upper bound
- pareto optimal
- decision problems
- uniform distribution
- cooperative
- probability distribution
- equilibrium strategies
- case study
- data sets
- dynamical systems
- expected utility
- resource allocation
- multi agent systems
- cooperative game
- sufficient conditions
- neural network