Denmark
has a proportion representation formula of voting in a multi-party
system, wherein each citizen can cast one vote for either a specific
candidate or for a party in the election for parliament seats. For
each election all 175 seats in the parliament (the Folketing) are
voted upon – 135 constituency seats and 40 compensatory seats
(Wikipedia 2012). The country is divided into 3 electoral regions,
which are further divided into 10 smaller constituencies. For each
election, the 135 constituency seats are divided among the 10
constituencies based on three criteria: population size, number of
registered voters in the last general election, and area in square
kilometers (to measure population density) (Inter-Parliamentary Union
2011). The one exception is the Baltic island of Bornholm, which is
guaranteed two seats even if the island only qualifies for one. The
other 40 compensatory seats are voted upon by the larger electoral
regions. Each region – Metropolitain Copenhagen, Sealand-South
Denmark, and Central Jutland – receives seats based on the same
measurement of population that is used to calculate constituency
votes. In a recent general election, each constituency could vote on
between 14 and 28 seats (excepting Bornholm, which voted on two
seats). Therefore, an accurate measure of district magnitude would be
the average number of seats received by each constituency – 21
(Danish Ministry of Interior and Health 2011, 4-5)
During
elections, votes are distributed to individuals and parties based on
the d'Hondt method of vote allocation. There are three electoral
thresholds given for party eligibilty, and a party must meet at least
one requirement in order to obtain power. These thresholds are as
follows: winning a seat directly in any of the 10 constituency
elections; obtaining at a regional level a number of votes which
equals or surpasses the ratio of votes to seats at the provincial
level; or obtaining 2 percent of the national vote. In the 2007
election, two of the nine participating parties did not qualify for
one of the three thresholds and were excluded (Danish Ministry of
Interior and Health 2011, 5-6)
The
system of candidate selection is a hybrid system, because voters must
choose to cast their one vote for either a candidate or a political
party. Votes cast for candidates are counted towards the candidate
and allocated accordingly. The political parties themselves use an
open/preferential list system (Danish Ministry of Interior and Health
2011, 6-7). Each party receives a certain amount of votes and
allocates them to their most favored candidates.
To
calculate the number of effective parties in Denmark, I will use the
inverse of the squared sum of each parties' results in the most
recent election. The numbers used below is the fraction of the total
votes that was received by each political party (Wikipedia 2012).
N
(eff) = 1/ ((.267)^2 + (.248)^2 + (.123)^2 + (.095)^2 + (.067)^2 +
(.050)^2 + (.049)^2 + (.008)^2) =
1/.166
= 6.01
Therefore,
the case study of Denmark proves that Duverger's law is valid.
Denmark has a system of proportional representation, not SMDP, and it
has an effective number of political parties of about six (more than
two). This is exactly what Duverger and other political scientists
have estimated.
REFERENCES
Danish
Ministry of Interior and Health. 2011. The parliamentary electoral
system in Denmark: A guide to the Danish electoral system.
http://www.thedanishparliament.dk/Democracy/~/
media/Pdf_materiale/Pdf_publikationer/English/The%20Parliamentary%20Electoral %20System%20in%20Denmark_samlet%20pdf.ashx
(accessed November 2, 2012).
Inter-Parliamentary
Union. 2011. Denmark. http://www.ipu.org/parline-e/reports/2087_B.htm
(accessed November 2, 2012).
Wikipedia.
2012. Danish parliamentary election, 2011.
http://en.wikipedia.org/wiki/ Danish_parliamentary_election,_2011
(accessed November 2, 2012)
I liked your article a lot, Denmark is a country that I know very little about and don't think I have ever studied. It is interesting to find out how many effective parties some countries have, 6 is a ton! Good job.
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