This study examines the manipulability of simple n-person bargaining problems by pre-donations where the Kalai-Smorodinsky (KS) solution is operant. We extend previous results on the manipulation of two-person bargaining problems to the n-person case. We show that with a pre-bargaining stage where agents are allowed to sign contracts that alter the bargaining set, agents with greater ideal payoffs transform the bargaining set into one on which KS distributes payoffs in accordance with the Concessionary Division Rule of disputed property. The resulting payoff distribution is efficient in that every individual is strictly better-off relative to the original payoff allocation
In this paper, we show that the procedure 'Adjusted Winner', introduced by Brams and Taylor (1996), ...
We investigate the possibility for an agent of manipulating her/his declarations on the evaluations ...
We investigate whether bargaining solutions are immune to the transfer paradox for n-person bargaini...
This study examines the manipulability of simple n-person bargaining problems by pre-donations where...
This study examines the behavior of simple n-person bargaining problems under pre-donations where th...
The bargaining game is proposed where the agents bid fractions of dictatorship that are used by all ...
We consider bargaining problems under the assumption that players are loss averse, i.e., experience ...
In this paper, we present a new n-person bargaining solution, which we call Iterated Kalai-Smorodins...
We characterize the class of weakly efficient n-person bargaining solutions that solely depend on th...
We consider bargaining problems under the assumption that players are loss averse, i.e., experience ...
Haake C-J. Two support results for the Kalai-Smorodinsky solution in small object division markets. ...
In this paper we discuss properties of N-person axiomatic bargaining problems, where the Pareto fron...
In bargaining, players may adopt different prominence structures when making demands: (i) each playe...
Multicriteria games describe strategic interactions in which players, having more than one criterion...
This paper provides an axiomatic characterization of a family of so-called efficient maxmin solution...
In this paper, we show that the procedure 'Adjusted Winner', introduced by Brams and Taylor (1996), ...
We investigate the possibility for an agent of manipulating her/his declarations on the evaluations ...
We investigate whether bargaining solutions are immune to the transfer paradox for n-person bargaini...
This study examines the manipulability of simple n-person bargaining problems by pre-donations where...
This study examines the behavior of simple n-person bargaining problems under pre-donations where th...
The bargaining game is proposed where the agents bid fractions of dictatorship that are used by all ...
We consider bargaining problems under the assumption that players are loss averse, i.e., experience ...
In this paper, we present a new n-person bargaining solution, which we call Iterated Kalai-Smorodins...
We characterize the class of weakly efficient n-person bargaining solutions that solely depend on th...
We consider bargaining problems under the assumption that players are loss averse, i.e., experience ...
Haake C-J. Two support results for the Kalai-Smorodinsky solution in small object division markets. ...
In this paper we discuss properties of N-person axiomatic bargaining problems, where the Pareto fron...
In bargaining, players may adopt different prominence structures when making demands: (i) each playe...
Multicriteria games describe strategic interactions in which players, having more than one criterion...
This paper provides an axiomatic characterization of a family of so-called efficient maxmin solution...
In this paper, we show that the procedure 'Adjusted Winner', introduced by Brams and Taylor (1996), ...
We investigate the possibility for an agent of manipulating her/his declarations on the evaluations ...
We investigate whether bargaining solutions are immune to the transfer paradox for n-person bargaini...