We propose a simple non-cooperative mechanism of network formation in cost spanning tree problems. The only subgame equilibrium payoff is efficient. Moreover, we extend the result to the case of budget restrictions. The equilibrium payoff can them be easily adapted to the framework of Steiner trees.efficiency, cost spanning tree problem, cost allocation, network formation, subgame perfect equilibrium, budget restrictions, Steiner trees
We extend the non-cooperative game associated with the cost spanning tree problem introduced in Berg...
We extend the noncooperative game associated with the cost spanning tree problem, introduced by Berg...
We study the Pareto optimal equilibria payoffs of the non-cooperative game associated with the cost ...
Minimum cost spanning tree problems are well known problems in the Operations Research literature. S...
This paper deals with the problem of finding a way to distribute the cost of a minimum cost spanning...
We study minimum cost spanning tree problems for a set of users connected to a source. Prim’s algori...
We associate to each cost spanning tree problem a non-cooperative game, which is inspired by a real-...
We investigate the cost allocation strategy associated with the problem of providing some network se...
A minimum cost spanning tree problem analyzes the way to efficiently connect individuals to a source...
In the context of cost sharing in minimum cost spanning tree problems, we introduce a property calle...
We present a new model for cost sharing in minimum cost spanning tree problems, so that the planner ...
In the context of minimum cost spanning tree problems, we present a bargaining mechanism for connect...
This paper discusses minimum cost spanning tree games and argues that the standard approach of using...
Abstract. A cost-sharing problem is defined by a set of players vying to receive some good or servic...
The Boruvka's algorithm, which computes the minimum cost spanning tree, is used to define a rule to ...
We extend the non-cooperative game associated with the cost spanning tree problem introduced in Berg...
We extend the noncooperative game associated with the cost spanning tree problem, introduced by Berg...
We study the Pareto optimal equilibria payoffs of the non-cooperative game associated with the cost ...
Minimum cost spanning tree problems are well known problems in the Operations Research literature. S...
This paper deals with the problem of finding a way to distribute the cost of a minimum cost spanning...
We study minimum cost spanning tree problems for a set of users connected to a source. Prim’s algori...
We associate to each cost spanning tree problem a non-cooperative game, which is inspired by a real-...
We investigate the cost allocation strategy associated with the problem of providing some network se...
A minimum cost spanning tree problem analyzes the way to efficiently connect individuals to a source...
In the context of cost sharing in minimum cost spanning tree problems, we introduce a property calle...
We present a new model for cost sharing in minimum cost spanning tree problems, so that the planner ...
In the context of minimum cost spanning tree problems, we present a bargaining mechanism for connect...
This paper discusses minimum cost spanning tree games and argues that the standard approach of using...
Abstract. A cost-sharing problem is defined by a set of players vying to receive some good or servic...
The Boruvka's algorithm, which computes the minimum cost spanning tree, is used to define a rule to ...
We extend the non-cooperative game associated with the cost spanning tree problem introduced in Berg...
We extend the noncooperative game associated with the cost spanning tree problem, introduced by Berg...
We study the Pareto optimal equilibria payoffs of the non-cooperative game associated with the cost ...