Foreign-investment enterprises affect the foreign trade of China in many respects: such as the scale of trade, the structure of commodity, the way of trade and the terms of trade etc. In order to learn how FDI affects foreign trade of China, we could observe the above respects.
In order to protect the development of their own industry, the import tariff and import quota of CBU (Completely-Build-Up)are more severe in developing countries, while in terms of KD(Knock-Down)is much lower.
For the perspective of customers' price tolerance,this paper studies the benefit customer satisfaction will create for the enterprise and takes a step further to compare the different influences of customer satisfaction on price tolerance in terms of products of different brands.
This article analyzes and discusses in a relatively deep way the situation of international technical trade development and the principles related to the WTO technical trade from the aspects of the technical trade barrier agreement, technical standards & trade, intellectual property right protection, technical exchange and cooperation and “green” terms, and puts forward a proposal of five measures to solve the four major problems, that existed in the field of international technical trade in China.
It is vital to take various measures to improve Chinese network sales,especially overwhelm those restrictive factors including backward infrastructure and auxiliary facilities in terms of security,credit and concept,etc.
However, due to the discrepancies in terms and languages, the varied quality standards developed by individual states can be hardly recognized universally, which has crippled the growth of international trade and in some extent resulted in a technical barrier between nations.
We express them in terms of generatorsEij ofU(gl(n)) and as differential operators on the space of matrices These expressions are a direct generalization of the classical Capelli identities.
In particular, we give a detailed description of these sets in terms of cross-sections inside maximal R-tori ofH.
A characterization of the complexity of a homogeneous space of a reductive groupG is given in terms of the mutual position of the tangent Lie algebra of the stabilizer of a generic point of and the (-1)-eigenspace of a Weyl involution of.
Indeed, we will give a full classification of the manifoldsN(g, V) which are commutative spaces, using a characterization in terms of multiplicity-free actions.
It was then observed independentely by Lusztig and Ginzburg-Vasserot (see [L1], [GV]) that this construction admits an affine analogue in terms of periodic flags of lattices.