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Titlebook: Recent Advances in Game Theory and Applications; European Meeting on Leon A. Petrosyan,Vladimir V. Mazalov Book 2016 Springer Internationa

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On the Position Value for Special Classes of Networks,k is produced by subsequent formation of links among players and at each step of the network formation process, the surplus generated by a link is shared between the players involved, according to some rule. As a consequence, we obtain a family of solution concepts that we investigate on particular
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The Shapley Value as a Sustainable Cooperative Solution in Differential Games of Three Players,e. In this core there is a supporting imputation which has the property that a single deviation from this imputation in favor of any other imputation from the core still leads to the payment from the core. The obtained results were formulated for the Shapley value taken as the supporting imputation.
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Impact of Propagation Information in the Model of Tax Audit,ich provides the main functions of taxation and allows for increasing tax revenue and fees to the state budget. However, total tax audits of a population of taxpayers is economically unreasonable, and even selective tax audits are not always profitable. In this case the propagation of information ca
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A Dynamic Model of a Decision Making Body Where the Power of Veto Can Be Invoked,m each other. However, the results of attempts to form a winning coalition will affect the dynamics of coalition formation in the future, particularly when certain players are endowed with the power of veto. When a voter invokes their power of veto to block a generally popular motion, this is likely
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A New Look at the Study of Solutions for Games in Partition Function Form,ar symmetric solutions by means of a decomposition of the set of such games (as well as of a decomposition of the space of payoff vectors). The exhibition of relevant subspaces in such decomposition and based on the idea that every permutation of the set of players may be thought of as a linear map,
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