
doi: 10.2139/ssrn.2137664
handle: 10278/39713 , 11573/524519 , 11573/435811
We consider a class of symmetric games with externalities across coalitions and show that, under certain regularity conditions, restricting the deviating power to majority guarantees the existence of core-stable allocations. We also show that if majorities can extract resources from minorities, stability requires a supermajority rule, whose threshold is increasing in the extraction power.
Majority Rule, Supermajority, Externalities, Core, coalitions; core, Majority Rule, Supermajority, Externalities, Core., games with externalities; majority rules; core, jel: jel:D7, jel: jel:C7
Majority Rule, Supermajority, Externalities, Core, coalitions; core, Majority Rule, Supermajority, Externalities, Core., games with externalities; majority rules; core, jel: jel:D7, jel: jel:C7
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