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In mathematics and political science, the quota rule describes a desired property of proportional apportionment methods. It says that the number of seats allocated to a party should be equal to their entitlement plus or minus one.[1][2][note 1] The ideal number of seats for a party, called their seat entitlement, is calculated by multiplying each party's share of the vote by the total number of seats. Equivalently, it is equal to the number of votes divided by the Hare quota. For example, if a party receives 10.56% of the vote, and there are 100 seats in a parliament, the quota rule says that when all seats are allotted, the party may get either 10 or 11 seats. The most common apportionment methods (the highest averages methods) violate the quota rule in situations where upholding it would cause a population paradox, although unbiased apportionment rules like Webster's method do so only rarely.
- ^ Michael J. Caulfield. "Apportioning Representatives in the United States Congress - The Quota Rule" Archived 2019-05-22 at the Wayback Machine. MAA Publications. Retrieved October 22, 2018
- ^ Alan Stein. Apportionment Methods Retrieved December 9, 2018
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