Parallel voting is a type of mixed electoral system in which representatives are voted into a single chamber using two or more different systems, most often first-past-the-post voting (FPTP) with party-list proportional representation (PR). It is the most common form of mixed member majoritarian representation (MMM), which is why these terms are often used synonymously with each other. In some countries, parallel voting is known as the supplementary member (SM) system, while in academic literature it is sometimes called the superposition method within mixed systems.
Parallel voting, as a form of mixed member majoritarian (semi-proportional) representation is used in the election of national parliaments as well as local governments in various places such as Italy, Japan, Taiwan, Lithuania, Russia, and Argentina. It is distinct from the mixed election system known as mixed-member proportional representation (MMP) or the additional member system (AMS). Under MMP/AMS, district seats are filled and the party vote determines what proportional share of seats each party will receive in the legislature, through "topping up" the party's district seats. Under parallel voting, the election of the two groups of members are not connected in any way, except that they will serve in the same chamber.
While FPTP with PR is the most common pairing in parallel voting, many other combinations are possible. The proportion of list seats compared to total seats ranges widely; for example 30% in Taiwan, 37.5% in Japan and 68.7% in Armenia.
Although the terms are often applied to the same systems, the terms mixed-member majoritarian representation and parallel voting mean different things.
Parallel voting may also use two proportional components, or it may use one semi-proportional and one proportional component (e.g. SNTV and PR used in Japan). For this reason parallel voting is not always mixed-member majoritarian. Some mixed-member majoritarian systems use some interaction (compensation) between two tiers (e.g.
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.
An electoral system or voting system is a set of rules that determine how elections and referendums are conducted and how their results are determined. Electoral systems are used in politics to elect governments, while non-political elections may take place in business, non-profit organisations and informal organisations. These rules govern all aspects of the voting process: when elections occur, who is allowed to vote, who can stand as a candidate, how ballots are marked and cast, how the ballots are counted, how votes translate into the election outcome, limits on campaign spending, and other factors that can affect the result.
Plurality block voting, also known as plurality-at-large voting, bloc vote or block voting (BV) is a non-proportional voting system for electing representatives in multi-winner elections. Each voter may cast as many votes as the number of seats to be filled. The usual result when the candidates divide into parties is that the most popular party in the district sees its full slate of candidates elected in a seemingly landslide victory.
A mixed electoral system or mixed-member electoral system combines methods of majoritarian and proportional representation (PR). The majoritarian component is usually first-past-the-post voting (FPTP/SMP), whereas the proportional component is most often based on party-list PR. The results of the combination may be mixed-member proportional (MMP), where the overall results of the elections are proportional, or mixed-member majoritarian, in which case the overall results are semi-proportional, retaining disproportionalities from the majoritarian component.
Explores probability theory through examples like bit strings, Bernoulli trials, and the Monty Hall problem, as well as the generalized Bayes' theorem and random variable distributions.
We investigate the parallel assembly of two-dimensional, geometrically-closed modular target structures out of homogeneous sets of macroscopic components of varying anisotropy. The yield predicted by a chemical reaction network (CRN)-based model is quantit ...