1) Flexible employment structure
弹性就业结构
2) structural employment
结构性就业
1.
Analysis of Cause and Countermeasure of Structural Employment of Graduates from Higher Vocational College in Heilongjiang Province;
黑龙江省高职高专毕业生结构性就业问题的现状与对策
3) contradiction of structural unemployment
结构性就业矛盾
1.
The obvious character of our country s labor market is the contradiction of structural unemployment.
结构性就业矛盾是中国当前劳动力市场的显著特点,也是人力资源中介组织必须面对的新的就业形势,也对人力资源中介组织的发展提出了新的要求。
4) elasticity of Employment
就业弹性
1.
Through the analysis on the sensitivity of elasticity of employment,it is also found that the time needed for the completion of the surplus labor trans.
并通过就业弹性的敏感度分析,得出剩余劳动力完成转移所需时间对第三产业有效就业弹性的变化更为敏感的特性。
2.
And then analyzes the latent capacity of absorbing labor by calculating the contribution rate of labor employment and elasticity of employment.
首先介绍了我国第三产业发展的现状 ,然后通过计算第三产业发展过程中的劳动就业贡献率和就业弹性 ,分析了我国第三产业发展吸纳劳动力的潜力。
3.
This paper expounds the concept of employment elasticity and its calculation method,analyzes the regularity between elastic change of employment and GDP development,calculates the elasticity of employment since the establishment of Hainan Province,and tests the relation between the employment elasticity and GDP growth by using cointegration relationship.
阐述了就业弹性的概念和计算方法,分析了就业弹性变化与GDP发展之间的规律,用差分法计算了海南省建省以来的就业弹性,并运用协整关系检验了就业弹性与GDP增长之间的关系。
5) employment elasticity
就业弹性
1.
An Evaluation of Employment Elasticity Based on Disguised Unemployment in China;
基于冗员的中国就业弹性估计
2.
Application of time-varying parameter model in employment elasticity;
时变参数模型在就业弹性中的应用
3.
A Comparison of Employment Elasticityin Three Economic Regions of China;
我国三大经济地带就业弹性的比较——基于面板数据模型(Paneldatamodel)的实证研究
6) the elasticity of employment
就业弹性
1.
This paper analyzes why the elasticity of employment of Liaoning is low and the variation of Okun s law in terms of theory on discussing the relation of the employment and the economic growth.
在讨论就业和经济增长之间关系的理论基础上,分析辽宁省就业弹性偏低和奥肯定律发生重大变异的机理,然后指出随时间变化的就业弹性系数才是分析辽宁省就业和经济增长之间关系的重要前提,最后构建辽宁省就业与经济增长之间关系的时变参数模型。
补充资料：弹性
分子式：
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条