Game-theoretic models of tender design

We consider a n-person non-zero-sum game related to design of a tender. Players present some projects, which are characterized by a vector of parameters. Arbitrator or some juri chooses one of the projects using a stochastic procedure with a certain distribution function, which is known to players. The winner receives a payoff, which depends on the parameters of the project. The game-theoretic model of a tender is presented and equilibrium in two and three-dimensional models is derived.