洛伦兹曲线和基尼系数是如何对收入分配进行度量的?

2025-03-29 21:26:30
推荐回答(1个)
回答1:

1.洛仑兹曲线反映了收入分配的不平等程度。弯曲程度越大,收入分配越不平等,反之亦然。如果所有收入都集中在一人手中,而其余人口均一无所获时,收入分配达到完全不平等,洛伦兹曲线成为折线OHL.另一方面,若任一人口百分比均等于其收入百分比,从而人口累计百分比等于收入累计百分比,则收入分配是完全平等的,洛伦兹曲线成为通过原点的45度线OHL。一般来说,一个国家的收入分配,既不是完全不平等,也不是完全平等,而是介于两者之间。相应的洛伦兹曲线,既不是折线OHL,也不是45度线OL,而是像图中这样向横轴突出的弧线OL,尽管突出的程度有所不同。将洛伦兹曲线与45度线之间的部分A叫做“不平等面积”,当收入分配达到完全不平等时,洛伦兹曲线成为折线OHL,OHL与45度线之间的面积A+B叫做“完全不平等面积”。不平等面积与完全不平等面积之比,成为基尼系数,是衡量一国贫富差距的标准。基尼系数G=A/(A+B).显然,基尼系数不会大于1,也不会小于零。
2.经济学家们通常用基尼指数来表现一个国家和地区的财富分配状况。这个指数在零和一之间,数值越低,表明财富在社会成员之间的分配越均匀;反之亦然。 通常把0.4作为收入分配差距的“警戒线”,根据黄金分割律,其准确值应为0.382。一般发达国家的基尼指数在0.24到0.36之间,美国偏高,为0.4。中国大陆基尼系数2010年超过0.5,已跨入收入差距悬殊行列,财富分配非常不均。

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