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Contextual Determinants of Electoral System Choice - Åbo Akademi

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score lower than bipolar ones. Consider two countries, A and B, with ethnicaffiliation (%) as follows: 45-45-5-5 and 70-15-10-5. According to mycategorization, country A is bipolar, whereas country B is characterized bymedium-sized fragmentation. Rae’s and Taylor’s index, however, denotes that thelevel <strong>of</strong> fragmentation is higher in country A (0.59 compared to 0.475).Notwithstanding, a majoritarian system is more appropriate in country A with twolarge ethnic groups than in country B, in which a majoritarian system woulddisfavor the three small groups at the expense <strong>of</strong> the large one. Therefore, bipolarfragmentation is considered lower than medium-sized level <strong>of</strong> fragmentation.Patterns are analyzed by means <strong>of</strong> chi-square tests.3.3.1.2 Population SizeBoth population and area characterizes the size <strong>of</strong> a country, and they furthermorecorrelate to a great extent with each other. 24 There is, in other words, a high degree<strong>of</strong> multicollinearity between these two, which implies that only one <strong>of</strong> them shouldbe used in the empirical analysis. All theoretical assumptions presented in section3.2.3.1.2, except for that <strong>of</strong> Blais and Massicotte (1997), are based on populationinstead <strong>of</strong> territory size. Besides, Blais and Massicotte’s finding on causalitybetween territory size and electoral system choice is concerned with districtmagnitude rather than electoral systems. Consequently, I prefer population to areaas an indicator <strong>of</strong> size.When examining the effect <strong>of</strong> size on political phenomena, some measures need tobe taken. Whether the independent variable is assumed to have a strong or weakeffect on the dependent variable depends on the relative increase <strong>of</strong> the former. Forexample, an increase <strong>of</strong> 100 000 citizens from 100 000 to 200 000 is expected tohave considerably stronger effects compared with an equally large increase from 2000 000 to 2 100 000. In order to deal with this matter <strong>of</strong> non-linearity betweensize and the dependent variable, population size is analyzed in logarithmic (lg10)form.Some contradictory assertions have been presented concerning the effect <strong>of</strong> size onelectoral system choice. In order to shed more light on the relationship between24 The following correlation values have been reported: 0.69 (Dahl and Tufte 1973: 17), 0.83 (Hadenius 1992: 126),and 0.87 (C. Anckar 1998: 56).120

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