But it is no secret that pressure on C-level executives is mounting, says Manfred kets de Vries, a management professor at INSEAD business school in Fontainebleau, France. 不过,法国枫丹白露的欧洲工商管理学院(INSEAD)商学院管理学教授曼弗雷德•凯茨•德•弗里斯表示:高管的压力正在逐渐增加,这已经不再是秘密。
Economically, most Afrikaners are better off than before 1994, writes de Vries. 德弗里斯写道:大多数阿非利卡人的经济状况都比1994年之前更好了。
De Vries found Afrikaners begging at traffic lights, and living as vagabonds in squatter camps. 在南非,德弗里斯见到了在交通灯前乞讨的阿非利卡人,无家可归、住在棚户区的阿非利卡人。
Even thriving Afrikaners feel an overwhelming sense of loss, writes de Vries. 德弗里斯写道,就连那些过得不错的阿非利卡人也深切地感受到了一种失落感。
I wonder if Prof kets de Vries feels like a fake himself. 我很想知道,凯茨?德?弗里斯教授自己是不是感觉像个骗子。
But according to Prof Kets de Vries, depressives tend to display a range of behaviour patterns that may reflect a deeper mental instability. 但凯茨•德•弗里斯教授表示,沮丧往往会表现为一系列行为模式,反映出较深层次的心理不稳定。
Daan de Vries is with Utz Certified, a program that tries to create a fair marketplace for agricultural products. DaandeVries是Utz认证机构的工作人员,该认证体系试图为农产品创建一个公平贸易市场。
According to de Vries, few Afrikaners believe in the "rainbow nation". 在德弗里斯看来,大多数阿非利卡人认为,并没有“彩虹国度”这回事。
Kets de Vries, M.F.R. ( 1977). "The entrepreneurial personality: a person at the crossroad," Journal of Management Studies, 14. “企业家人格:站在十字路口的人,”《管理研究杂志》。
The Large Time Behaviour of the Spectral Approximation of the Weakly Damped Forced Korteweg-de Vries Equation 具弱阻尼KDV方程谱逼近的大时间性态
In this paper the crop growth simulation model developed by Penning ele Vries in 1988 and Fuzzy mathod are used to analyze the natural production potential of soils under two cropping systems. 本文借助作物生长模型与模糊数学的方法对江苏省丹阳市的两种种植制度的土壤自然生产潜力进行了初步的分析研究。
On Nonstandard Galerkin Finite Element Methods for First Order Hyperbolic Problems and Korteweg de Vries Equation 一阶双曲组和KdV方程的某些非标准的Galerkin有限元法
Four Soliton solution of Generalized Hirota-Satsuma Coupled Korteweg-de Vries 广义Hirota-Satsuma偶合KdV方程的四孤子解
The KdV equation was first derived by Korteweg and de Vries when they developed a theory for nonlinear waves. KdV方程最初由Korteweg和devries在研究非线性波理论时提出。
We find that the Rossby waves in the geophysical fluids satisfy the well-known KdV ( Korteweg-de Vries) equation, the bounded periodic solution of which is the cnoidal waves. 结果表明,地球流体中的非线性Rossby波满足KdV方程,其有界周期解为椭圆余弦波。