The so - called supply chain management refers to the management methods which manufactures goods with an effective combination of distributors , manufacturers , suppliers as well as clients , and distributes accurate amount of goods to correct places in right time , in order to minimize system costs and to satisfy the need of service level at the meantime 21世纪世界经济一体化趋势,原有的产业发展模式发生了变化,建筑业作为一个国家的支柱产业也是如此。供应链管理因为倡导合作、共赢、集成,全面提升供应链企业的整体竞争力,在制造业中产生并获得广泛应用,取得了很大成功。
The proton - nucleus scattering is usually handled in the traditional approach from the viewpoint of nucleon . but in many researches it is also dealt with based on the idea of cluster , these researches have achieved great success in their results , which are in ct ~ ncordance with the experimental data 对于质子与原子核的散射问题，传统的方法是用核子的观点来处理，但也有大量的工作是基于原子核结团结构的观点来处理这类散射问题，发现其结果与实验符合得很好，取得很大成功。
It is the first time prof tsui has been honoured with a sculpture and a floor bearing his name . the bronze sculpture " giants of biomedical science sculpture " depicts ten leading biomedical researchers or builders see notes at the end who got their start or made their mark at u of t , among them sir frederick banting , who was awarded a nobel prize in physiology and medicine in 1923 . prof . lap - chee tsui is the only chinese honouree 生物医学巨匠铜像共表彰十位请参阅后页注解对生物医学的研究及创建有重大贡献的杰出科学家，他们在多大开展有关研究或在多大成功完成研究，当中包括sir frederick banting ，一九二三年获颁诺贝尔生理学及医学奖，徐立之教授是唯一的华人获奖人。
Although some existed international video coding standards , such as h . 261 , h . 263 , mpeg - 1 and mpeg - 2 , has wined great success in all kinds of commercial applications . but for all these standards , the phenomena of sensible blocking artifacts or image dithering will emerge under narrow bands , which impair the visual quality of reconstructed images . so , these standards still could n ' t satiate the demands of very low bit - rate applications ( under 20kb / s ) 虽然已经制定的一些国际视频编码标准，如h . 261 、 h . 263 、 mpeg - 1和mpeg - 2 ，在各种商业应用中获得很大成功，但是在窄带条件下往往会产生人眼敏感的方块效应和图像抖动现象，损害了恢复视频的视觉质量，因此尚不能够满足在极低速率(低于20kb / s )下的应用。
From the above analysis , we can draw such conclusions : in face of great opportunities and threats under new environment , according to the its own and competitors " strengths and weaknesses , ping an insurance company should adopt the strategies of diversification , internationalization and differentiation , and put great emphasis on product innovation , compensation and after - sales service , human resource management , marketing , as well as brand building , then it can guard its leading role on chinese insurance industry and make further progress 通过以上分析，得出结论:在新环境下的机会和威胁面前，结合这些公司内部的优劣势，平安保险公司应采取多元化、国际化发展战略和差异化竞争战略，并着重在产品创新、理赔及售后服务、人力资源管理、市场营销、品牌等方面加强发展，从而保持其市场领先地位并获得更大成功。
But few papers have numerical research of the problem . the present paper deals with the numerical solution by means of stabilized finite element methods . that g / l - s finite element discrete form is used in this paper has the following reasons : ( 1 ) a g / l - s stabilized finite element method does n ' t request bb condition come into existence ; ( 2 ) paper [ l ] is an successful application of the g / l - s method [ 5 ] to n - s equations and its altrenative [ 6 ] to nonlinear equations ; ( 3 ) compared with n - s equations , the stationary dissymmetry flow equations are more complicated which increases the difficulties of theory and numerical analysis ; ( 4 ) the mix variational form is educed and existence and uniqueness of the solution are proved 本文之所以采用galerkin /最小平方法有如下原因： ( 1 ) g / l - s稳定化有限元方法，它不要求bb条件成立，该方法应用到流体等线性问题上已经取得了很大成功，而对非线性问题却研究很少； ( 2 )文章[ 1 ]是galerkin /最小平方法[ 6 ]在n - s方程及[ 8 ]在非线性方程上地应用，已经取得了一定成功； ( 3 )与文章[ 1 ]中n - s方程组相比而言，定常非对称流动方程组增多了方程( 1 . 3 ) ，因此理论和数值分析难度进一步增大； ( 4 )本文从有限元角度分析，导出了问题的混合变分格式，证明了定常非对称流动方程变分格式解的存在唯一性。
