Economic Theory and Business Management
Previous Articles Next Articles
MU Huai-zhong-1,CHEN Yang-2,CHEN Xi-1
Online:
Published:
穆怀中1,陈洋2,陈曦1
基金资助:
本文得到国家自然科学基金项目(71373110)和国家自然科学基金项目(71573112)的资助。
Abstract:
In order to reduce the endowment insurance payment rate and moderately reduce the urban employee basic pension payment rate, this paper put forward the concept of endowment insurance payment rate expansion coefficient and set up quantitative mathematical model. This paper concluded the superposition cost of social security system in transition, the limited liability of intergenerational overlapping in the whole society and the unpredictable of personal life cycle were the main reasons and internal rules of endowment insurance payment rates expansion. Quantitative study found that the current expansion coefficient of endowment insurance payment rate was 944% and the coverage expansion coefficient was 559%, the rate of payment according to system requirements expansion coefficient was 369% and the early retirement expansion coefficient was 016%. Longitudinal regression analysis showed that the coverage expansion coefficient elasticity was -015, the rate of payment according to system requirements expansion coefficient elasticity was -02, the early retirement expansion coefficient elasticity was 0938. Some policy suggestions were provided.
Key words: payment rate model , expansion coefficient , desirable payment rate , adjustment paths
摘要:
围绕国家提出降低养老保险缴费率的宗旨,本文研究适度降低基础养老保险缴费率的路径,提出养老保险缴费率膨胀系数概念和定量研究数理模型。本文提出,社会保障体制转轨的“成本叠加”、全社会代际交叠的“有限责任”、个人生命周期的“不可预期”是导致养老保险缴费率膨胀的主要原因和内在规律。定量研究发现,现存养老保险缴费率膨胀系数为944%,其中覆盖面膨胀系数为559%,遵缴率膨胀系数为369%,提前退休膨胀系数为016%。纵向回归研究发现,覆盖面的膨胀系数弹性为-015,遵缴率的膨胀系数弹性为-02,提前退休的膨胀系数弹性为0938。在此基础上,本文提出了相关建议。 \
关键词: 缴费率模型 , 膨胀系数 , 合意缴费率 , 调整路径
MU Huai-zhong-1,CHEN Yang-2,CHEN Xi-1. A STUDY OF EXPANSION COEFFICIENT OF ENDOWMENT INSURANCE PAYMENT RATE[J]. Economic Theory and Business Management.
穆怀中1,陈洋2,陈曦1. 基础养老保险缴费率膨胀系数研究*[J]. 经济理论与经济管理.
0 / / Recommend
Add to citation manager EndNote|Ris|BibTeX
URL: http://jjll.ruc.edu.cn/EN/
http://jjll.ruc.edu.cn/EN/Y2015/V35/I12/44