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Monotonicity For every election E = (C, V ), each c ∈ C, and each k ∈[ C ],if c ∈ W for some W ∈ R(E, k), then for every E obtained from E by shifting c one position forward in some vote v it holds that: (1) for candidate monotonicity: c ∈ W for some W ∈ R(E , k), and (2) for non-crossing monotonicity:ifc was rankedimmediately below some b /∈ W , then W ∈ R(E , k)
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owner: rappatoni - (no access) - Elkind 2017.pdf, p14


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