Fairness criteria

Population monotonicity

Population monotonicity (PM) is a principle of consistency in allocation problems. It says that, when the set of agents participating in the allocation changes, the utility of all agents should change in the same direction. For example, if the resource is good, and an agent leaves, then all remaining agents should receive at least as much utility as in the original allocation. The term "population monotonicity" is used in an unrelated meaning in the context of apportionment of seats in the congress among states. There, the property relates to the population of an individual state, which determines the state's entitlement. A population-increase means that a state is entitled to more seats. This different property is described in the page state-population monotonicity. (Wikipedia).

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From playlist Statistics

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Related pages

Concave function | Round-robin item allocation | Mathematics of apportionment | Equitable cake-cutting | Utilitarian cake-cutting | House allocation problem | Picking sequence | Fair cake-cutting | Divide and choose | Resource monotonicity | Fair item allocation | State-population monotonicity