Highest averages method
The highest averages method or divisor method is the name for a variety of ways to allocate seats proportionally for representative assemblies with party list voting systems. It requires the number of votes for each party to be divided successively by a series of divisors. This produces a table of quotients, or averages, with a row for each divisor and a column for each party. The nth seat is allocated to the party whose column contains the nth largest entry in this table, up to the total number of seats available.
1791 in science1999 Uruguayan general election2005 Macanese legislative election2006 Belgian local elections2007 Togolese parliamentary election2008 French Senate election2009 Macanese legislative election2014 Uruguayan general election2018 Togolese parliamentary election2019 Uruguayan general election2024 Uruguayan general electionAdams's methodApportionment paradoxBiproportional apportionmentConstitution of MadagascarD'Hondt methodDanish methodDirectly elected member (Macau)Divisor methodElections in BelgiumElections in MadagascarElections in NigerElections in SpainElections in TogoElections in the NetherlandsElections to the European ParliamentElectoral systemEuropean Parliament constituencies in FranceHighest average methodHuntington–Hill methodImperiali familyImperiali methodImperiali quotaIsraeli system of governmentIssues affecting the single transferable voteJohn_Quincy_AdamsLargest remainder methodList of electoral systems by countryList of mathematics-based methodsLoosemore–Hanby index
Link from a Wikipage to another Wikipage
primaryTopic
Highest averages method
The highest averages method or divisor method is the name for a variety of ways to allocate seats proportionally for representative assemblies with party list voting systems. It requires the number of votes for each party to be divided successively by a series of divisors. This produces a table of quotients, or averages, with a row for each divisor and a column for each party. The nth seat is allocated to the party whose column contains the nth largest entry in this table, up to the total number of seats available.
has abstract
En política, los métodos de pr ...... on los métodos de resto mayor.
@es
The highest averages method or ...... alculated in a number of ways.
@en
最高均數方法,又稱除數制,是比例代表制投票制度下,一種議席分 ...... 泛發生了跟采取最大餘額方法的選舉中一樣的名單分拆和配票行爲。
@zh
最高平均方式(さいこうへいきんほうしき、Highest av ...... rgest remainder method)と対照される。
@ja
Wikipage page ID
page length (characters) of wiki page
Wikipage revision ID
997,495,824
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
hypernym
comment
En política, los métodos de pr ...... on los métodos de resto mayor.
@es
The highest averages method or ...... tal number of seats available.
@en
最高均數方法,又稱除數制,是比例代表制投票制度下,一種議席分 ...... 泛發生了跟采取最大餘額方法的選舉中一樣的名單分拆和配票行爲。
@zh
最高平均方式(さいこうへいきんほうしき、Highest av ...... rgest remainder method)と対照される。
@ja
label
Highest averages method
@en
Método de promedios mayores
@es
最高均數法
@zh
最高平均方式
@ja