In december 2002 , the qfii system has been introduced in china , which is the first step for the chinese capital market to confront with the international environments Qf作為新興市場經濟國家和地區一種有限度地引進外資、開放資本市場的過渡性制度,已經展示其對市場的良好作用。
To underpin the implementation of the qf , emb proposes to set up industry training advisory committees itacs to develop industry training specifications itss for individual industry sectors 為協助資歷架構的推行工作,教統局建議成立行業訓練諮詢委員會,為個別行業制訂行業培訓規格。
Based on the brief introduction of construction management system and the re1evant theory qf modern enterprise system , the thesis discusses the connotation and characteristic of 1ega1 person 本文作者在扼要介紹我國建設管理體制和現代企業制度相關理論的基礎上,探討了項目法人責任制的內涵和特色。
The qf will provide clear information on the standards of courses and course providers . with clear and flexible progression pathways , learners can draw up their own roadmaps to upgrade their skills and pursue lifelong learning 資歷架構可就課程及培訓機構的水平提供清晰的資料,同時亦可建立明確而靈活的銜接階梯,讓進修人士按自行訂定的計劃,提升本身的技能和終身學習。
With economy development , the contradiction of expansion qf cities and reduction of rural land . existence and development of peasant , and modernization and peasant small production are apparent obvious , countryside land using rights have gradually changed : peasant are deprived of land using rights by the nation levying land and by the collective collecting land , and the voluntary circulation among peasants because of manpower shifting make land collected with small scale etc . the circulation of land using rights is the necessary tendency , but how to ifiake the circulation in the order , protect peasants interests and national profits mostly are always concerning the subject about which many scholars and country worker are concerned 而農民唯一的生活保障“土地” ,在經濟發展中成了“唐僧肉” ,農民土地使用權肆意剝奪、無序流轉非常嚴重。的確,隨著經濟發展,城市擴張與農村土地減少的矛盾、農民生存與發展的矛盾、農業現代化與農戶小生產的矛盾突顯,農村土地使用權不斷的發生變化:國家通過征地使農民永遠失去土地使用權,集體返租倒包集中土地使農民失去土地使用權,農戶之間由于勞動力轉移自愿流轉使土地小規模集中,等等,土地使用權流轉是我國經濟發展的必然趨向。
Section three , invoking the info - asymmetry theories of the economy , the writer deeply analyzed the probable influence on the chinese market ; section four , the writer has proposed the practicable methods to overcome the obstacles of the info - asymmetry - to consummate the info - ventilation systems , mainly contained the proposal of the demands , supplies and supervision of the information improving 第四部分提出了解決信息不對稱以促進qf順利導入的方法? ?完善信息披露制度。主要從信息的需求、供給、監管三個方面分別提出了改善建議。首先,在投資者方面,應該不斷提升素質以打造有效的信息需求者,促進上市公司信息披露質量的提升。
So , on the basis of info - dissymmetry theory of the economy , the paper mainly analyzed the core cause of obstacle from the qfii system and explored the consummating method of the info - ventilation systems under the environments nowadays . the writer emphasized that we should harmonize the relations among the demands , supply and the supervision of the information and build up a good example of the info - consummation in the security business to boost up the affinity of the investors , which only in this way can we put the qfii system into practice easily 針對此,本文嘗試利用經濟學理論來深入分析對qf造成最主要障礙的信息不對稱問題,得出其與qf的導入之間的關系,在此基礎上,探索了目前情況下,如何完善我國信息披露制度,提出必須協調好信息的需求、供給、監管這三方的關系,通過“三管齊下” ,樹立起我國證券市場在信息透明度方面的良好形象,增強對投資者的吸引力,推動qf制度的順利實施。
Then , the most important topic that every enterprise should face to is how to conceive and establish a scientific personnel training system conformed to the general conditions of our country and which could meet the demands of the enterprise ' s development at times of information economy qf group , established in 1958 , is a state - owned large - scale military key enterprise designed and built by our country 因此,企業培訓工作已經引起眾多成功或發展較快的企業的高度重視,對員工培訓投入了極大的熱情和大量的資金。那么,怎樣才能設計和建立一套科學的、符合我國國情的、能夠適應知識經濟時代企業發展需要的員工培訓體系,就成為擺在每一個企業面前的重要課題。
At first a lot of new characterizations of gorenstein injective modules are given , then the author claim that a ring r is qf if and only if every left ( or right ) r - modules are gorenstein injective , and then show that if r is two - side noetherian , r is n - gorenstein if and only if every n - th cosyzygy of an injective resolution of a left ( and right ) r - module is gorenstein injective if and only if every n - th syzygy of an injective resolvent of a left ( and right ) right module is gorenstein injective . finally , we prove that for an n - gorenstein ring r with n > 0 , every module can be embedded in a gorenstein injective module and the injective dimension of its cokernel is at most n - 1 首先給出了gorenstein內射模的許多新的刻畫,推出了環r是qf環當且僅當每個左(右)的r -模的單邊內射分解式的第n個上合沖是gorenstein內射模,接著推出了左、右noether環只是n - gorenstein環當且僅當每個左(右)模的單邊內射分解式的第n個上合沖是gorenstein內射模當且僅當每個左(右)模的單邊內射預解式的第n合沖是gorenstein內射模,最后推出了n - gorenstein環中每個模都可嵌入到一個gorenstein內射模之中,且其上核的內射維數不大于n - 1 。