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Fair Apportionment In The United States

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Ever since the first democratic election of 1950, Turkish people have proven high interests in elections. The lowest participation was in 1973 with 66.82 percent and highest participation in 1987 with 93.38 percent (IDEA). Despite the high voter turnout rate, their votes have not been represented equally. The apportionment method used have not been fair. Apportionment deals straight with the amount of political power granted to citizens living in different areas. A fair apportionment method would grant each citizen equal amount of political power despite their locations. It is however, difficult to apportion in accordance with the principle of equal vote value. The apportionment problem arises due to the rounding problem. In formal statement, apportionment problem involves a group of states with some populations (p1, p2, …, p3), and a whole number of a seats to distribute. Apportionment distributes a whole number of seats to each state where the sum of the distributions equal to the total number of seats (Young 2004). It is expected that each state gets their …show more content…

It used conventional rounding instead of rounding down. Webster's method does not violate any of the apportionment paradoxes, yet it can rarely violate quota criterion. In 1941, Huntington- Hill method was adopted and is still being used today. The Huntington- Hill method is almost identical to Webster’s method (Hodge & Klima). Unlike Webster's method, Huntington-Hill method uses geometric mean as cutoff for rounding quotas. If the quota is greater than the geometric mean of the two nearest whole numbers, round the quota up, otherwise round it down. If the total number of seats allocated is too large or small, increase or decrease the divisor to apportion the exact number of seats. For a quota like 5.482, Huntington-Hill method would take the geometric mean (sqrt(5*6)=5.477) and round it up to 6 because the quota is greater than the geometric

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