Question
What is a refinement of a partial order in the context of social choice theory?
Let $$\mathcal{P}$$( X ) be the class of partial orders on the set of alternatives X . The linear order ( $$\succ^l$$ ) ∈ $$\mathcal{L}$$( X ) refines the partial order ($$\succ^p$$) ∈ $$\mathcal{P}$$ ( X ) if ($$\succ^l$$) ⊇ ($$\succ^p$$).

Question
What is a refinement of a partial order in the context of social choice theory?
?

Question
What is a refinement of a partial order in the context of social choice theory?
Let $$\mathcal{P}$$( X ) be the class of partial orders on the set of alternatives X . The linear order ( $$\succ^l$$ ) ∈ $$\mathcal{L}$$( X ) refines the partial order ($$\succ^p$$) ∈ $$\mathcal{P}$$ ( X ) if ($$\succ^l$$) ⊇ ($$\succ^p$$).
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owner: rappatoni - (no access) - comsoc-infocom-2017.pdf, p3

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