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Ideal Election Method by Adopting the Interval Scale Instead of the Ordinal Scale

机译:采用间隔量表代替序数表的理想选择方法

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Today, most democratic countries adopt the election system based on the notion of "one vote for one voter". The winner will be determined by the total number of votes that s/he obtained. But will it be the optimal voting method considering the occurrence of the cracked vote? If there are two opposite sides and there are only two candidates one for each side, it would be adequate. But if there is only one candidate on one side and more than one candidate on other side, the latter votes will be cracked, thus the former side may win. Because of this phenomenon, each side strives to coordinate the candidate just to one. This paper proposes another way of voting method based on the rating method where the basic notion is "onetime ratings for one voter". In this method, each voter gives ratings to all candidates, for example, from 1 to 5 where 1 is negligible and 5 is the most preferable. The default rating value for each candidate is 1 and voters can change the point for the preferable candidate to 5 or 4. After the vote, all the rating points will be summed up and the candidate who won the maximum summative rating point will win.
机译:今天,大多数民主国家采用基于“一票一票”的选举制度。获胜者将取决于他/她获得的总票数。但是,考虑到投票破裂的发生,这将是最佳投票方法吗?如果有两个相对的面,而每一面只有两个候选人,那就足够了。但是,如果一侧只有一名候选人,而另一侧只有一名候选人,则后者的选票将被撕裂,因此前者可能会获胜。由于这种现象,双方都在努力使候选人仅与一个人协调。本文提出了一种基于评级法的投票方式,其基本概念是“一次选民的一次评级”。在这种方法中,每个投票者给所有候选人评分,例如从1到5,其中1可以忽略不计,最优选5。每个候选人的默认评分值为1,而选民可以将优先候选人的得分更改为5或4。投票后,所有评分得分将被汇总,赢得最高总评分得分的候选人将获胜。

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