基于收入分配研究的Lorenz曲线模型

Yan Qingtao, Yi Tong, Wei Wenchao, Fu Shenghua
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引用次数: 0

摘要

收入分配关系到人民的生活水平。分配正义是一个受到广泛关注的话题。中等收入人口是反映收入分配结构的重要指标。它的比重越大,意味着收入分配结构越合理。通过研究相关文献,本文总结了10种Lorenz曲线模型,并对包数据进行了10种模型的拟合,发现如果模型能够满足Lorenz曲线模型的一般方法,则拟合精度不算太差。并在合理使用模型的一些参数(如引入正弦和余弦函数)的基础上,进一步提高拟合精度。根据资料,引入了双曲正弦和余弦函数,构造了洛伦兹曲线模型。利用非线性最小二乘拟合模型,并将模型的拟合精度和标准误差结构与现有模型进行比较,我们构建的模型的拟合精度达到了较高的精度,优于其他模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Lorenz Curve Model Based on Income Distribution Research
Income distribution is related to the people's standard of living. Distributive justice is a widely concerned topic. And middle-income population is an important index to reflect the structure of income distribution. The larger proportion of it, means that the income distribution structure more reasonable. By studying the relevant literature, this paper sums up 10 kinds of Lorenz curve model, and fits the 10 models for packet data, we found that if the model can meet the general method of the Lorenz curve models, the fitting precision is not too bad. And based on the rational use of some parameters of the model (such as the introduction of sine and cosine function), the fitting accuracy will be further improved. According to the information, this article introduces the hyperbolic sine and cosine function, structures the Lorenz curve model. Use the nonlinear least-squares fitting of the model, and compare the fitting accuracy and standard error structure of the model with the existing model, we construct the fitting precision accuracy of the model has reached higher, superior to other models.
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